It's Lowest Energy State....Matter Formed?

Shape as Memory : A Geometric Theory of Architecture

also

The structure of paintings

 

 
I just wanted to lay out a perspective in relation to how one might describe the engine in relation to the design of the exhaust system as supportive of the whole frame of reference as the engine.

The pipe is a resonant chamber which shapes the exhaust pulse train in a way which uses shock waves to constrain the release of the combustion.Russell Grunloh (boatguy)

I mean it is not wholly certain for me that without perception, once realizing that potential recognizes that like some "source code" we are closer to recognizing the seed of our action, is an expression of the momentum of our being. It is a stepping off of all that we have known, is an innate expression of our being in action.

So as souls, we are immortalized as expressions of,  like a memory that tells a story about our life, our choices and the life we choose to live.

Dr. Mark Haskins

On a wider class of complex manifolds - the so-called Calabi-Yau manifolds - there is also a natural notion of special Lagrangian geometry. Since the late 1980s these Calabi-Yau manifolds have played a prominent role in developments in High Energy Physics and String Theory. In the late 1990s it was realized that calibrated geometries play a fundamental role in the physical theory, and calibrated geometries have become synonymous with "Branes" and "Supersymmetry".

Special Lagrangian geometry in particular was seen to be related to another String Theory inspired phemonenon, "Mirror Symmetry". Strominger, Yau and Zaslow conjectured that mirror symmetry could be explained by studying moduli spaces arising from special Lagrangian geometry.

This conjecture stimulated much work by mathematicians, but a lot still remains to be done. A central problem is to understand what kinds of singularities can form in families of smooth special Lagrangian submanifolds. A starting point for this is to study the simplest models for singular special Lagrangian varieties, namely cones with an isolated singularity. My research in this area ([2], [4], [6]) has focused on understanding such cones especially in dimension three, which also corresponds to the most physically relevant case.

So it is also about string theory in a way for me as well, and my attempts to understand those expressions in the valley.  Poincare's description of a pebble, rolling down from the hilltop.

HENRI POINCARE : Mathematics and Science-Last Essays

It follows then that not all comments will not all be accepted, yet,  I felt it important for one to recognize what Poincare was saying and what I am saying.


HENRI POINCARE Mathematics and Science:Last Essays

Since we are assuming at this juncture the point of view of the mathematician, we must give to this concept all the precision that it requires, even if it becomes necessary to use mathematical language. We should then say that the body of laws is equivalent to a system of differential equations which link the speed of variations of the different elements of the universe to the present values of these elements.

Such a system involves, as we know, an infinite number of solutions, But if we take the initial values of all the elements, that is,their values at the instant t =(which would correspond in ordinary language to the "present"), the solution is completely determined, so that we can calculate the values of all the elements at any period
whatever, whether we suppose />0, which corresponds to the "future," or whether we suppose t<0, which corresponds to the "past." What is important to remember is that the manner of inferring the past from the present does not differ from that of inferring the future from the present.

Contrast the pebble as an issuance of,  from symmetry, and the top of mountain(a sharpened pencil standing straight up) and the decay(asymmetry), as an expression of the solidification of who we are in that valley. as a pebble?? After the example, we are but human form with a soul encased. The present, is our future? Our past, our presence?

Mathematics and Science: Last Essays, by Henri Poincare

8 Last Essays

    "But it is exactly because all things tend toward death that life is
    an exception which it is necessary to explain.

    Let rolling pebbles be left subject to chance on the side of a
    mountain, and they will all end by falling into the valley. If we
    find one of them at the foot, it will be a commonplace effect which
    will teach us nothing about the previous history of the pebble;
    we will not be able to know its original position on the mountain.
    But if, by accident, we find a stone near the summit, we can assert
    that it has always been there, since, if it had been on the slope, it
    would have rolled to the very bottom. And we will make this
    assertion with the greater certainty, the more exceptional the event
    is and the greater the chances were that the situation would not
    have occurred."

Of course I do not believe our lives are just an expression of chance,  but choice as "a memory" we choose. Of course too, how do you set up a life as an expression if you do not continue to learn?

In the pool of symmetry, how did we ever begin? I looked for such expressions as if mathematically deduced from a time where we might be closer to the idea of such a pool. Ramanujan comes to mind.

Then too, if we are to become spiritually immersed back again from where we came from,  then how can we individually be explained "as a spark of measure,"  for each soul as a memory to be chosen from all that has existed before, for such an expression in this life as the task of it's future??

It's Neither World, not Nether

Netherworld is often used as a synonym for Underworld.

Okay this may seem like a strange title, but believe me when I say how fascinating that such dynamics in meeting "each other: will allow something to "pop" right out of existence.

Underworld is a region in some religions and in mythologies which is thought to be under the surface of the earth.^[1] It could be a place where the souls of the recently departed go, and, in some traditions, it is identified with Hell or the realm of death. In other traditions, however, such as animistic traditions, it could be seen as the place where life appears to have originated from (such as plant life, water, etc.) and a place to which life must return at life's end, with no negative undertones.

I mean I am not quite sure how this post must materialize, to conclude "non-existence" until it is clear, that such dynamics  will allow such a thing to happen, that one could say indeed,  they have completed their journey.

Now can I say that this is the process of the universe,  I can't be sure.I know that in the "mediation process" for concluding the experience,  such an experience has to come undone. Again this is such a strange thing in my mind that I had to say that "I was the experience" until such a time, that going along with other things in sameness of dynamics, that it was hard at first to see this dynamics in play as being apart from it.  I could actually only say enough of this experience to concluded  the realization of coming undone. Hmm...

To solidify this until understanding, I relived these things until I saw the last of the tension ebb away to allow  "a tension" to become undone. As if such tension "had to exist" until the very bubble that harbored and allowed all of the world of our expediency no longer supported such a viable option as that bubble.

I know this is not such a cute analogy but to get to the essence of the story then it has to be understood that underneath "this experience"  is a dynamcial revelation of sorts that hides the equation of such an experience?

You should know then that I see this very schematics of the world as having this nature to it that we may describe reality as something closer to the definition of it's very existence and that such a attempt at describing nature was to get to the very end of what begins? Imagine arriving at the juxtaposition of such a point?

How are We to Contained Experience?

In mathematics, the Klein bottle ([klaɪ̯n]) is a non-orientable surface, informally, a surface (a two-dimensional manifold) with no identifiable "inner" and "outer" sides. Other related non-orientable objects include the Möbius strip and the real projective plane. Whereas a Möbius strip is a two-dimensional surface with boundary, a Klein bottle has no boundary. (For comparison, a sphere is an orientable surface with no boundary.)

By adding a fourth dimension to the three dimensional space, the self-intersection can be eliminated. Gently push a piece of the tube containing the intersection out of the original three dimensional space. A useful analogy is to consider a self-intersecting curve on the plane; self-intersections can be eliminated by lifting one strand off the plane.

This immersion is useful for visualizing many properties of the Klein bottle. For example, the Klein bottle has no boundary, where the surface stops abruptly, and it is non-orientable, as reflected in the one-sidedness of the immersion.

The geometry was revealing as I tried to encapsulate this point, so as to see where such a description fell away from all that we can contain of the world. That we can truly say we had indeed let go. To imagine then that one's grip on things became ever tighter, while wishing to let the strength of this while becoming ever stronger to fall away.

"While Gassner was watching television, the natural motion of the Earth must have carried him through a small non-orientable pocket of the universe," said Boris Harkov, a mathematician at the Massachusetts Institute of Technology in Cambridge. "That's the only reasonable explanation."

One way to test the orientation of the universe is to hurl a right-handed glove into the air and see if it falls back to Earth as a left-handed glove--if it does, the universe must be non-orientable. Since Gassner's announcement, physicists have been carrying out such experiments, both outdoors and in Gassner's TV room, but so far all tests have come back negative. Still, many researchers are optimistic. "I'm confident that the glove will flip soon," said Chen Xiang, an experimental physicist at Brookhaven National Laboratory in New York. The Klarreich Occasionally

Ultimate realization that what is negative is a positive toward completion.That is how one might define the whole perspective of validation of no longer being negative?

As if one wold realize that such a tension revealed in the Tao, no longer existed in the picture as a demonstration of the Tao now gone.
Now, such a object seemed part of the experience,  as to the unfolding, yet in my inadequate understanding how could such a thing be taken down to such a point as to say it no longer existed. How can I say say such a geometry was part of that process while I struggle to define such an action as falling away or reducing it to such a point of nothing?

It's enough then that one sees "around that point"  that the ultimate quest envisions such  an "undoing" that we see where the relevance of such a tension can and should no longer exist?

The Experience Most Fitting then ?

As I relayed earlier I experience many things until I understood this undoing, that such reason then to awareness of "what should be" was capsulized in only one example. How shall I say it then that I understood all that befell me to dissolution to show that such a demonstration was complete. I would still be here? That such an equation of resistance could have been imparted not only in the equation, but in the telling of the experience too?

While I show by experience such an example it should be taken that in this example I have changed the name of the person in order to protect our association. Shall I be so forthcoming that only the "object of relation" shall be the only thing identifiable  so as to know that this association is very real to me, and only to me by that person's identification as an experience that is real? Aw....well anyway "more then one" for sure, as to the way in which I use that experience to demonstrate.

It all began, as I noticed a tension in his voice, as he slipped into the realization of something that had happen to him earlier in that day. I was taken to a "good observation point" so that I might admit to seeing what he was seeing.  As hard as I looked at first I could not tell what he was so upset about that I tried ever harder  to see, that slowly I understood then what he was pointing at. Why such a tension could exist in him and his voice, that such a rectification and adjustment was needed in order to make this right.

As I relay this situation it was apparent at the time of such a demonstration, as to a example that this situation popped up,  as such a reason to be demonstrated that to make it right, had to be the undoing of what made it wrong you see. To make the point ever driven home for realization was to demonstrate that such undoing had to rectify the situation of where it began, so of course,  all actions taken to get it fixed. Could it have ever been undone?

Well as if I understood why such an experience came frothing to the surface of awareness I thought to conclude this example by what I saw, that it took me by realization that "in turning" to back up, a hand imprint in oil was left on the back of the seat in order for the person to complete the job. A "new point of tension" by not washing their hands, or not covering  pristine upholstery that was just purchased, was created.

All of this has to be undone in order for one to say that this experience has popped out of existence you see?

That was how such a demonstration was shown to be reasonable in my mind for such an equation to manifest such a description about that experience that I could say that it was reasonable to me that I had understood.

Was it a good example rests on you to be sure.

***

Physically, the effect can be interpreted as an object moving from the "false vacuum" (where = 0) to the more stable "true vacuum" (where = v). Gravitationally, it is similar to the more familiar case of moving from the hilltop to the valley. In the case of Higgs field, the transformation is accompanied with a "phase change", which endows mass to some of the particles

"Quantum Field Theory

Quantum Vacuum:

In classical physics, empty space is called the vacuum. The classical vacuum is utterly featureless. However, in quantum theory, the vacuum is a much more complex entity. The uncertainty principle allows virtual particles (each corresponding to a quantum field) continually materialize out of the vacuum, propagate for a short time and then vanish. " http://universe-review.ca/R15-12-QFT.htm#vacuum

"The idea behind the Coleman-De Luccia instanton, discovered in 1987, is that the matter in the early universe is initially in a state known as a false vacuum. A false vacuum is a classically stable excited state which is quantum mechanically unstable." http://www.damtp.cam.ac.uk/research/gr/public/qg_qc.html

Old News Can Still Be New Information

Getting a handle on Symmetries is an always work in progress for me, so as to keep abreast of the science and the theoretic involved.

Why has Physics Today's news coverage of string theory been so sparse?

Given string theory's high ambition to account for all nature's forces and particles, given the number of string theorists working to achieve that ambition, and given the general public's interest in string theory, two stories in seven years might seem low. But is it? (See above link)

So traveling back in time,  one can move forward.

Nambu	Kobayashi	Maskawa

Spontaneous symmetry breaking

Introduced into particle physics by Nambu in 1960, spontaneous symmetry breaking was to become a pillar of the field’s standard model, which since its completion in the mid-1970s has survived every experimental challenge. When a physical state does not exhibit all the symmetries of the dynamical laws that govern it, the violated symmetries are said to be spontaneously broken.

The idea had been around for a long time in classical mechanics, fluid dynamics, and condensed-matter physics. An oft-cited example is ferromagne­tism. Its underlying laws of atomic physics are absolutely invariant under rotation. Nonetheless, below a critical temperature the atomic spins spontaneously line up in some arbitrary direction to create a state that is not rotationally symmetric. Similarly, the cylindrical symmetry of a state in which a pencil is perfectly poised on its tip is spontaneously broken when the pencil inevitably falls over. But such examples give little hint of the subtlety and power of the notion once Nambu began exploiting it in quantum field theory.

It began with a paper Nambu wrote in 1959 about gauge invariance in superconductivity.¹ The paper exhibits his virtuosity in two disparate specialties—quantum field theory and condensed-matter theory. He became conversant with both as a graduate student at the University of Tokyo after he was mustered out of the army in 1945. Eventually he began working with the group around Sin-itiro Tomonaga, one of the creators of modern quantum electrodynamics (QED). Tomonaga was actually based at another university in Tokyo. But the University of Tokyo was strong in condensed-matter physics. So Nambu started out working on the Ising model of ferromagnetism.

After two years at the Institute for Advanced Study in Princeton, Nambu came to the University of Chicago in 1954, just before the untimely death of Enrico Fermi. When John Bardeen, Leon Cooper, and Robert Schrieffer published their theory of superconductivity in 1957, Nambu and others noted that the BCS superconducting ground state lacked the gauge invariance of the underlying electromagnetic theory. In classical electrodynamics, gauge invariance refers to the freedom one has in choosing the vector and scalar potentials. In QED that freedom is linked to the freedom to change the phase of the electron wavefunction arbitrarily from point to point in space. Did the gauge-symmetry violation mean that the BCS theory was simply wrong? Or perhaps superconductivity was a manifestation of some yet unknown force beyond electromagnetism and atomic physics.

Having heard Schrieffer give a talk about the new theory in 1957 without mentioning gauge invariance, Nambu spent the next two years thinking about its role in the theory. He recast the BCS theory into the perturbative quantum-field-theoretic formalism with which Richard Feynman had solved—independently of Tomonaga—the problem of the intractable infinities in QED. From that reformulation, Nambu concluded that the superconducting ground state results from the spontaneous breaking of the underlying gauge symmetry. He showed that all the characteristic manifestations of superconductivity—including the expulsion of magnetic flux and the energy gap that assures lossless current flow—follow simply from that spontaneous symmetry breaking.

See:Physics Nobel Prize to Nambu, Kobayashi, and Maskawa for theories of symmetry breaking by Bertram Schwarzschild Physics Today and references cited in article below.

1. 1. Y. Nambu, Phys. Rev. 117, 648 (1960) [SPIN].
2. 2. Y. Nambu, Phys. Rev. Lett. 4, 380 (1960) [SPIN].
3. 3. Y. Nambu, G. Jona-Lasinio, Phys. Rev. 122, 345 (1961) [SPIN]; 124, 246 (1961) [SPIN].
4. 4. P. W. Anderson, Phys. Rev. 130, 439 (1963) [SPIN].
5. 5. F. Englert, R. Brout, Phys. Rev. Lett. 13, 321 (1964) [SPIN]; P. W. Higgs, Phys. Rev. Lett. 13, 508 (1964) [SPIN]; G. S. Guralelnik, C. R. Hagen, T. W. B. Kibble, Phys. Rev. Lett. 13, 585 (1964) [SPIN].
6. 6. S. Weinberg, Phys. Rev. Lett. 19, 1264 (1967) [SPIN].
7. 7. M. Kobayashi, T. Maskawa, Prog. Theor. Phys. 49, 652 (1973) .
8. 8. S. L. Glashow, J. Iliopoulos, L. Maiani, Phys. Rev. D 2, 1285 (1970) [SPIN].

A Way From Perfection- Symmetry

Noether's Theorem

"For every continuous symmetry of the law of physics, there must exist a conservation law.

For every conservation law, there must exist a continuous symmetry"

Conservation laws and symmetry

Main article: Noether's theorem

The symmetry properties of a physical system are intimately related to the conservation laws characterizing that system. Noether's theorem gives a precise description of this relation. The theorem states that each continuous symmetry of a physical system implies that some physical property of that system is conserved. Conversely, each conserved quantity has a corresponding symmetry. For example, the isometry of space gives rise to conservation of (linear) momentum, and isometry of time gives rise to conservation of energy.
The following table summarizes some fundamental symmetries and the associated conserved quantity.

Class	Invariance	Conserved quantity
Proper orthochronous Lorentz symmetry	translation in time   (homogeneity)	energy
	translation in space   (homogeneity)	linear momentum
	rotation in space   (isotropy)	angular momentum
Discrete symmetry	P, coordinate inversion	spatial parity
	C, charge conjugation	charge parity
	T, time reversal	time parity
	CPT	product of parities
Internal symmetry (independent of spacetime coordinates)	U(1) gauge transformation	electric charge
	U(1) gauge transformation	lepton generation number
	U(1) gauge transformation	hypercharge
	U(1)Y gauge transformation	weak hypercharge
	U(2) [U(1)xSU(2)]	electroweak force
	SU(2) gauge transformation	isospin
	SU(2)L gauge transformation	weak isospin
	PxSU(2)	G-parity
	SU(3) "winding number"	baryon number
	SU(3) gauge transformation	quark color
	SU(3) (approximate)	quark flavor
	S((U2)xU(3)) [ U(1)xSU(2)xSU(3)]	Standard Model

 

Conservation law

From Wikipedia, the free encyclopedia

For the legal aspects of environmental conservation, see conservation movement.

In physics, a conservation law states that a particular measurable property of an isolated physical system does not change as the system evolves.

One particularly important physical result concerning conservation laws is Noether's Theorem, which states that there is a one-to-one correspondence between conservation laws and differentiable symmetries of physical systems. For example, the conservation of energy follows from the time-invariance of physical systems, and the fact that physical systems behave the same regardless of how they are oriented in space gives rise to the conservation of angular momentum.

A partial listing of conservation laws that are said to be exact laws, or more precisely have never been shown to be violated:

• Conservation of energy
• Conservation of linear momentum
• Conservation of angular momentum
• Conservation of electric charge
• Conservation of color charge
• Conservation of weak isospin
• Conservation of probability

There are also approximate conservation laws. These are approximately true in particular situations, such as low speeds, short time scales, or certain interactions.

• Conservation of mass (applies for non-relativistic speeds)
• Conservation of baryon number (See chiral anomaly)
• Conservation of lepton number (In the Standard Model)
• Conservation of flavor (violated by the weak interaction)
• Conservation of parity
• CP symmetry

See also

• Charge conservation
• Conserved quantity
  
  • Some kinds of helicity are conserved in dissipationless limit: hydrodynamical helicity, magnetic helicity, cross-helicity.
• Continuity equation
• Noether's theorem
• Philosophy of physics
• Symmetry in physics
• Totalitarian principle

References

• Victor J. Stenger, 2000. Timeless Reality: Symmetry, Simplicity, and Multiple Universes. Buffalo NY: Prometheus Books. Chpt. 12 is a gentle introduction to symmetry, invariance, and conservation laws.

External links

• Conservation Laws — an online textbook

Who Has Forgotten the Child's Question?

Physicists theorize that the omnipresent Higgs field slows some particles to below light speed, and thus imbues them with mass. Are we there yet?

How many of you with children have not heard our own children speak with impatience of wanting to be "there" and having to sit a long time before this is even possible?

Well, can you imagine the patience it took to materialize the experiments at Cern, in asking fundamental question about nature? It took a lot of patience and careful planning. There is no doubt about this.

I would also ask that those that visit this blog examine the picture below, as to the nature of "First Principle," in terms of computerized data, so that you understand this in context of an algorithm written, it is but the very essence of how something could have arisen in nature, had to be written into the "data accumulation" in order for us to recognize what is at the frontier of this experiment/knowledge in question.

The question of symmetry placed in this idea of computerized data, raises the idea of the types of formations that we will used to describe data gathered by Fermi as a descriptor of cosmos events in their unfolding.

Are we there yet?

Source of Q&A from linked article above.

Q&A with the Universe From the quest for the most fundamental particles of matter to the mysteries of dark matter, supersymmetry, and extra dimensions, many of nature’s greatest puzzles are being probed at the Large Hadron Collider.
What is the form of the universe? Physicists created the Standard Model to explain the form of the universe—the fundamental particles, their properties, and the forces that govern them. The predictions of this tried-and-true model have repeatedly proven accurate over the years. However, there are still questions left unanswered. For this reason, physicists have theorized many possible extensions to the Standard Model. Several of these predict that at higher collision energies, like those at the LHC, we will encounter new particles like the Z', pronounced " Z prime." It is a theoretical heavy boson whose discovery could be useful in developing new physics models. Depending on when and how we find a Z' boson, we will be able to draw more conclusions about the models it supports, whether they involve superstrings, extra dimensions, or a grand unified theory that explains everything in the universe. Whatever physicists discover beyond the Standard Model will open new frontiers for exploring the nature of the universe. What is the universe made of? Since the 1930s, scientists have been aware that the universe contains more than just regular matter. In fact, only a little over 4 percent of the universe is made of the matter that we can see.Of the remaining 96 percent, about 23 percent is dark matter and everything else is dark energy, a mysterious substance that creates a gravitational repulsion responsible for the universe’s accelerating expansion. One theory regarding dark matter is that it is made up of the as-yet-unseen partners of the particles that make up regular matter. In a supersymmetric universe, every ordinary particle has one of these superpartners. Experiments at the LHC may find evidence to support or reject their existence.	Are there extra dimensions? We experience three dime nsions of space. However, the theory of relativity states that spacecan expand, contract, and bend. It’s possible, therefore, that we encounter only three spatial dimensions because they’re the only ones our size enables us to see, while other dimensions are so tiny that they are effectively hidden. Extra dimensions are integral to several theoretical models of the universe; string theory, for example, suggests as many as seven extra dimensions of space. The LHC is sensitive enough to detect extra dimensions ten billion times smaller than an atom. Experiments like ATLAS and CMS are hoping to gather information about how many other dimensions exist, what particles are associated with them, and how they are hidden. What are the most basic building blocks of matter? Particle physicists hope to explain the makeup of the universe by understanding it from its smallest, most basic parts. Today, the fundamental building blocks of the universe are believed to be quarks and leptons; however, some theorists believe that these particles are not fundamental after all. The theory of compositeness, for example, suggests that quarks are composed of even smaller particles. Efforts to look closely at quarks and leptons have been difficult. Quarks are especially challenging, as they are never found in isolation but instead join with other particles to form hadrons, such as the protons that collide in the LHC. With the LHC’s high energy levels, scientists hope to collect enough data about quarks to reveal whether anything smaller is hidden inside.
Why do some particles have mass? Through the theory of relativity, we know that particles moving at the speed of light have no mass, while particles moving slower than light speed do have mass. Physicists theorize that the omnipresent Higgs field slows some particles to below light speed, and thus imbues them with mass. We can’t study the Higgs field directly, but it is possible that an accelerator could excite this field enough to "shake loose" Higgs boson particles, which physicists should be able to detect. After decades of searching, physicists believe that they are close to producing collisions at the energy level needed to detect Higgs bosons.

"Bag Model," for the Economy

“In this edition, as a fifth appendix, a presentation of my views on the problem of space in general and the gradual modifications of our ideas on space resulting from the influence of the relativistic view-point. I wished to show that space-time is not necessarily something to which one can ascribe a separate existence, independently of the actual objects of physical reality. Physical objects are not in space, but these objects are spatially extended. In this way the concept of “empty space” loses its meaning”. A. Einstein (June 9th, 1952)

Photo by Steve Hsu-

The first photo is the morning panel discussion. From left to right, Eric Weinstein, Nouriel Roubini, Richard Freeman and Nassim Taleb.

The Economic Crisis and its Implications for The Science of Economics.

May 1 - 4, 2009
Perimeter Institute

Concerns over the current financial situation are giving rise to a need to evaluate the very mathematics that underpins economics as a predictive and descriptive science. A growing desire to examine economics through the lens of diverse scientific methodologies - including physics and complex systems - is making way to a meeting of leading economists and theorists of finance together with physicists, mathematicians, biologists and computer scientists in an effort to evaluate current theories of markets and identify key issues that can motivate new directions for research. Perimeter Institute was suggested to be the gathering point and conference organizers plan to foster a very careful, dispassionate discussion, in an atmosphere governed by the modesty and open mindedness that characterizes the scientific community.

The conference will begin on May 1, 2009, with a day of talks by leading experts to an invited audience on the status of economic and financial theory in light of the current situation. Three days of private, focused discussions and workshops will ensue, aimed at addressing complex questions and defining future research agendas for the world that can help address and resolve them.

See: Reflections from PI’s economics conference, May 1-4 2009

***



The economy is in a ideological struggle to be free:) The more you try to pull it apart the stronger it resists.:)But in a collision, what happens. The rest, you know about?:)

Jets Provide Evidence for Quark Confinement Models

Deep inelastic scattering experiments provided the evidence that the proton and neutron are made up of three more fundamental particles called quarks . One type of experiment in the proton-antiproton colliders produces jets of mesons which correlate with the models of quark confinement. As visualized in the bag model for quark confinement, an individual quark cannot be pulled free because the energy required to do it is much greater than the pair production energy of a quark-antiquark pair. If in a high energy collision, something scatters directly off one of the constituent quarks, it will give it a high energy. With an energy many times the pair production energy, it will create a jet of quark-antiquark pairs (mesons).

See:Evidence for Quark Theory

***

At times the economy can flow quite easily, while other times, it resists. It is the elastic nature that defines the symbiotic relation of a cultural thinking about what the economy can actually permit, and what of itself, it shall not.

This is a "toposense" synesthesically imbued as relevant too, an expression of what can surround the "psychology of society?" What proof do I have that such thinking geometrically induced shall not find itself "in movement" as it is thought about, as well? Dynamically this was lead too. How one can move in straight lines and such, was moved to a new mode of thinking that excels toward a movement in thought. It is done, as if theoretically moved toward a QGP recognition of the dynamical recognition, as if, the theory of strings.

***

See Also:

Coin, as a Constituent of Symmetry

The Other Side of the Coin

The Toposense of Spacetime

Topo-sense?

All Possible Outcomes?

I must say to you that in my case I am asking of Calabi Yau's, can have some predictability to how universe selection is accomplished and thus any steady development in mathematics pushing that landscape to credibility?

This entry is for representing a point of view much clearer then had been previously demonstrated in the following links shown below at the bottom of this post.

Phil:

I wouldn’t exactly say that the evidence presented on its own would not have been enough, yet rather that it became more quickly evident and compelling as the speaker was relaying his findings and conclusions while reliving for us his ‘eureka” moment you might say. This has the learner trade places with the discoverer as to experience the moment. Anthony Zee had the same effect on me in the book I have mentioned. Where I am certain you are correct is that despite the abilities of the teacher if one is not open to things in these ways they will never be sought to be enjoyed. This for me is the difference in simply learning a fact and realizing a truth.

Of course I like humour and in this context, it can show another side to the coin to show that while it has a quality to it in that humour, it also has a science consideration in structure as well. The Aristotelean arch is representative here then of the moment that the climax is reached, as if telling a story about, and we know very well its meaning.

It is the assessment of a "body of thought" that arranges itself around a progressive point of view, that while matter forming in retention times of those smaller peaks of the classroom it became the written word of the orators. You see, smaller peaks versus written transmission of the idea.

Pg 191, Symmetry and the Beautiful Universe, by Leon M. Lederman and Christopher T. Hill

That this place can reside in the thinking mind is a quandary of sorts knowing full well the probabilistic outcome ensures that the direction, after critical thinking, is the way in which the mind comes to see itself as it rests in the valley below. Conceptually the thinking has formed.

Pg 200, Symmetry and the Beautiful Universe, by Leon M. Lederman and Christopher T. Hill

***

You see while some are expanding their physical horizons, it is of note that I see they had been expanding their mental one too. Some have comment on the flexibility of an intelligent mind to traverse across the globe of that same thinking mind, to expand the relationships that are psycho relevant in an metaphorical relation to contract it to a humour of a kind, and a hence a deeper meaning.

See:Backreaction-Power Spectrum

So in all aspects while we see this relational pictorial chart it is in relation to the potential I see, that any mind might have settled down to a state to have caught the jest of the revision so that its relevance can been seen in that same relationship to the universe at large.

So the peak in this case is a rendition of the unstableness of the pencil in relation to Cosmic inflation. That any mind might come to this position is to recognize that it has found the fastest route to the understanding of the symmetry of this universe and that th energy contained here is although unstable it is found to be expressive.




***

See:

Coin, as a Constituent of Symmetry

Stargazers and Hill Climbers

Orators Reduced to Written Words

See Also:

The Location of the Rooms

The Landscape Again and again....

Oh Dear!... How Technology has Changed Things

Mathematics, rightly viewed, possesses not only truth, but supreme beautya beauty cold and austere, like that of sculpture, without appeal to any part of our weaker nature, without the gorgeous trappings of painting or music, yet sublimely pure, and capable of a stern perfection such as only the greatest art can show. The true spirit of delight, the exaltation, the sense of being more than Man, which is the touchstone of the highest excellence, is to be found in mathematics as surely as in poetry.--BERTRAND RUSSELL, Study of Mathematics

The "Talking Pictures" Projection Wagon-

In the 1920's about the only entertainment that came to the rural community of Leakey, Texas was the traveling tent shows. This form of family entertainment would come to the canyon about once a year to the delight of all. Everyone looked forward to the horse drawn wagons that brought the much anticipated entertainment to town. In later years the horses were replaced by the Model T Fords but this form of transportation did not deter the excitement.

See:"Leakey's Last Picture Show" by Linda Kirkpatrick
Vintage photos courtesy Lloyd & Jackie Shultz

It is important sometimes to hone in on exactly what sets the mind to have it exemplify itself to a standard that bespeaks to the idealizations that can come forward from a most historical sense. It is in this way that while one can envision where the technological views have replaced the spoken word in movie pictures, we can see the theatre above as an emblazoned realization of what changes has been brought to society and what may have been lost in some peoples eyes.


This is a photograph of author and philosopher Robert M. Pirsigtaken by Ian Glendinning on the eve of the Liverpool conference of 7th July 2005.

What is in mind is a sort of Chautauqua...that's the only name I can think of for it...like the traveling tent-show Chautauquas that used to move across America, this America, the one that we are now in, an old-time series of popular talks intended to edify and entertain, improve the mind and bring culture and enlightenment to the ears and thoughts of the hearer. The Chautauquas were pushed aside by faster-paced radio, movies and TV, and it seems to me the change was not entirely an improvement. Perhaps because of these changes the stream of national consciousness moves faster now, and is broader, but it seems to run less deep. The old channels cannot contain it and in its search for new ones there seems to be growing havoc and destruction along its banks. In this Chautauqua I would like not to cut any new channels of consciousness but simply dig deeper into old ones that have become silted in with the debris of thoughts grown stale and platitudes too often repeated.

Zen and the Art of Motorcycle Maintenance Part 1 Chapter 1.(Bold added by me for emphasis)

I wanted to take the conversation and book presented by Phil and immortalize it in a way by laying it out for examination. Regardless of my opinions and viewpoint, the world goes on and the written work of Robert Pirsig persists as a "object of the material." In the beginning, no matter the choice to illuminate the ideal, it has been transgressed in a way by giving the symbols of language to a discerning mind and verily brought to that same material world for examination. How ever frustrating this may seem for Pirsig, it is a fact of light that any after word will reveal more then what was first understood. Reflection has this way about it in the historical revelation, of how the times are changing. Things dying and becoming new. The moon a reflection of the first light.

The conclusion of the whole matter is just this,—that until a man knows the truth, and the manner of adapting the truth to the natures of other men, he cannot be a good orator; also, that the living is better than the written word, and that the principles of justice and truth when delivered by word of mouth are the legitimate offspring of a man’s own bosom, and their lawful descendants take up their abode in others. Such an orator as he is who is possessed of them, you and I would fain become. And to all composers in the world, poets, orators, legislators, we hereby announce that if their compositions are based upon these principles, then they are not only poets, orators, legislators, but philosophers.

Plato, The Dialogues of Plato, vol. 1 [387 AD] PHAEDRUS.


***

IN announcing himself in the written work with regards to the IQ given in signalling the identity of the character Phaedrus, it was important that one see this in a way that excuses are not made, and allowances not be set forth for what was to become the lone wolf. John Nash too, had his excursions into the bizarre as well, was to know that in the "end of his synopsized life," a certain contention that he had to deal with in this inflection of his disease, as part of his make-up. Was to deal with, while now, he continues to move on with his life. He is aware of the intrusions that personage can do as it infringes from the periphery, as ghosts of his mind too.

To me in reading John Nash's biography in historical movie drama, was to bring attention to what cannot be condoned by exception, when allowing genius to display it's talents, while causing a disruption not only to themself, but to see the elite make allowances for these transgressions. Pattern seeking is not to be be rifting the idea, that we cannot look into the very structure of reality and see what makes it tick? Just that we do not get lost in travelling the journey.

Practising escapism was to deny oneself the responsibility of becoming whole. To allow for genius, as an exception, would mean to not recognize that the intellect is part and parcel of the greater whole of the person called Robert Pirsig or John Nash.

Who of us shall placate failure as a sure sign of genius and allow the student 's failure as acceptable? This was a transgression seen from another perspective and as afterthought realized in a mistaken perception "about broadcasting Phaedrus" as some towering voice from the past as relevant in todays world, because of the location and time in history?


***


Click on link Against symmetry (Paris, June 06)

While I may use the alias of Plato and look at the substance of his written work, it is also from that view point such a discussion had to take place within the context of the written prose about two people in this Socratic method, that while worlds in the dialogues existed in speech, no such persons were there at the time. Yet, such thoughts are transmitted and established in that historical sense, and moved forward to this time.


Against symmetry (Paris, June 06)


To me there are two lines of thought that are being established in science that in Lee Smolin's case is used to move away from the thinking of the idea of Plato's symmetry by example. To see such trademarks inherent in our leaders of science is too wonder how they to, have immortalize the figures of speech, while trying hard to portray the point of view that has been established in thought. These signatures have gone from Heisenberg to Hooft. And the list of names who have embedded this move to science, as a education tool, that is always inherent in the process. That reference is continually made.

IN this sense I do not feel I had done anything wrong other then to ignite the idealization I have about what that sun means to me, as the first light in a psychological sense. Where it resides in people. How divorce we can be from it while going on about our daily duties existing in the world. That there also resides this "experience about our beginnings." To ignite what the word of geometrics has done in the abstract sense. How much closer to the reality such a architecture is revealed in Nature's way, to know that we had pointed our observations back inside, to reveal the world outside.


***

See Also:

Stargazers and Hill Climbers

Evolutionary Game Theory

Inside the Mathematical Universe

Beauty and Asymmetry

BEHOLDING beauty with the eye of the mind, he will be enabled to bring forth, not images of beauty, but realities, for he has hold not of an image but of a reality, and bringing forth and nourishing true virtue to become the friend of God and be immortal, if mortal man may. Would that be an ignoble life? PLATO

One would have had to understand the idea "behind symmetry realizations" to understand that "asymmetry" could have been found of value?

Over time, people will get a sense of the thinking of Plato, and the way in which I have used his work. "The work of others" to see the way in which Plato may of saw.

This gives one a "starting point" in contrast to today's science, and what is evident from such developments.

I do include the spiritual basis as my "postulate about reality."

Plato said: I then postulate that all things have existed forever. It is only our ignorance of what actually exists in reality that prevents us from understanding the full scope of our understanding of God within context of this reality.

While one may of thought it is purely "abstractedly and mathematical by design," I am saying such thinking is not without the understanding of the asymmetrical relation of symmetry. As well as, "a relationship" to the way in which we deal with this reality.

It is not so unlikely that shadows are cast of all the things in the beginning, that there is a "truer point of expression" still within the context of this universe. Yet, it is universal, that it lies at the basis of reality.

See: Craftsman of Plato

Relativistic Fluid Dynamics

The Navier-Stokes equations


A bubble is a minimal-energy surface

The Navier-Stokes equations, named after Claude-Louis Navier and George Gabriel Stokes, are a set of equations that describe the motion of fluid substances such as liquids and gases. These equations establish that changes in momentum in infinitesimal volumes of fluid are simply the product of changes in pressure and dissipative viscous forces (similar to friction) acting inside the fluid. These viscous forces originate in molecular interactions and dictate how viscous a fluid is. Thus, the Navier-Stokes equations are a dynamical statement of the balance of forces acting at any given region of the fluid.

In educating myself I learnt to trust my intuition when it comes to defining the basis of "new physics" that was to emerge. As well as, the new particle manifestation that would arise from "specific points" on interaction. What was suppose to be our starting point. This is really difficult for me to put into words, yet, if you knew that there was a "change over/cross over point" and how was this defined? It seemed to me, we had to have a place that would do this.

A more fundamental property than the disappearance of viscosity becomes visible if superfluid is placed in a rotating container. Instead of rotating uniformly with the container, the rotating state consists of quantized vortices. That is, when the container is rotated at speed below the first critical velocity (related to the quantum numbers for the element in question) the liquid remains perfectly stationary. Once the first critical velocity is reached, the superfluid will very quickly begin spinning at the critical speed. The speed is quantized - i.e. it can only spin at certain speeds.

"Nothing" is difficult to talk about, and "empty space" is not really empty. So to think "nothing" is a very hard one for me to grasp. If one thinks about what "sprang into being" I of course had to find this "place of traversing" from "one state of being" to another. What things help us to define the nature of that point?



Example of the viscosity of milk and water. Liquids with higher viscosities will not make such a splash.

Viscosity is a measure of the resistance of a fluid to deform under shear stress. It is commonly perceived as "thickness", or resistance to flow. Viscosity describes a fluid's internal resistance to flow and may be thought of as a measure of fluid friction. Thus, water is "thin", having a lower viscosity, while vegetable oil is "thick" having a higher viscosity. All real fluids (except superfluids) have some resistance to shear stress, but a fluid which has no resistance to shear stress is known as an ideal fluid or inviscid fluid (Symon 1971).

I used the question mark not to befuddle those that read here or sanction any post to some idea about what the title following with a question mark, is worth so many points on the "flowery scale."

On the other hand, gravity in the form of curved space would permeate the whole bulk of the higher dimensional spacetime …. Stephen Hawking¹

I shall have to define "flowery scale" sometime, but I would rather not give any credit to those who hold a position in science who have categorize people according to that same point system. Oh and please, do not consider the flowers less then what I hold as of high value in these "maturations" to be thought less then either.



While we had been witness to the collider experiments we were also quite aware that that such events had to be taking place with earth, from event sources released in space.

Relativistic Fluid Dynamics: Physics for Many Different Scales-Nils Andersson

In writing this review, we have tried to discuss the different building blocks that are needed if one wants to construct a relativistic theory for fluids. Although there are numerous alternatives, we opted to base our discussion of the fluid equations of motion on the variational approach pioneered by Taub [108] and in recent years developed considerably by Carter [17, 19, 21]. This is an appealing strategy because it leads to a natural formulation for multi-fluid problems. Having developed the variational framework, we discussed applications. Here we had to decide what to include and what to leave out. Our decisions were not based on any particular logic, we simply included topics that were either familiar to us, or interested us at the time. That may seem a little peculiar, but one should keep in mind that this is a “living” review. Our intention is to add further applications when the article is updated. On the formal side, we could consider how one accounts for elastic media and magnetic fields, as well as technical issues concerning relativistic vortices (and cosmic strings). On the application side, we may discuss many issues for astrophysical fluid flows (like supernova core collapse, jets, gamma-ray bursts, and cosmology).

In updating this review we will obviously also correct the mistakes that are sure to be found by helpful colleagues. We look forward to receiving any comments on this review. After all, fluids describe physics at many different scales and we clearly have a lot of physics to learn. The only thing that is certain is that we will enjoy the learning process!

Spacetime Curvatures

Flat space time? The thought there are strong gravitational forces at work and where are these located? Can there "be" amidst this strong curvature, the idea that a super fluid born, would have a place where a state of inertia could exist? I thought quickly of what happens when the blackhole collapses and what could come of it?

Of course this concept of inertia is strong in my mind but would need better clarifications as I am relaying it here in this circumstance.

But looking for these locations in Lagrangian views of the Sun Earth relation, it seemed viable to me that such a state could have gone from a very strong gravitational inclination( our suns, increase temperatures of the collapsing blackhole) to one that is "very free" and "not flat" but would allow information both ways(from before to now) to be traversed, as if in a jet or cylinder. So that the space around it would be expression not only the earlier constituents of the universe before this translation but manifest into the new physics with which would motive this universe, new particle manifestation, from what did not exist before.

¹The Universe in a Nutshell, by Stephen Hawking. Bantam Books, ISBN 0-553-80202-X-Chapter 7, Page 181

The Perfect Sphere

Before I begin I had to mention the following two entries below that I wanted to do but was short on time.

This recording was produced by converting into audible sounds some of the radar echoes received by Huygens during the last few kilometres of its descent onto Titan. As the probe approaches the ground, both the pitch and intensity increase. Scientists will use intensity of the echoes to speculate about the nature of the surface.

I am following behind on the different posts that I wanted to write. One of them in relation to the descent of a "measure gatherer" (sounds primitive doesn't it?) and the sound values produced from that "descent on Titan." Can make it "sound ancient" while current research is of value.

Almost, as if one is a cave dweller blowing dried paint over their hands, could possibly be thinking of fire and rays cast while their own shadows made them think of a sun that can enter the cave, and chains that need to be broken from thinking so circumspect..:)



The second one I wanted to talk about was in relation to Themis and the Aurora Borealis. The labels will hopefully help with my previous research that I had done as well as other perspectives that allowed me to see this sun earth relationship. Quasar has currently dealing with that topic further in "Coronal Mass Ejection" as well and Backreaction entitled, "NASA launch of THEMIS Satellite."

Anyway on to the essence of this post and why it is troubling to me. Many would not know what goes on in my head as I am currently looking at the relationship of the Bose Nova to the jet productions that issue from such spiralled tendency. Accretion disc and the idea of such spiralling, to a pipe that follows to making anti-matter productions?

See Water in Zero Gravity, by Backreaction
How did this all arise? So you see such an idea of the sphere in a vacuum is a point from which to begin the search for things that were not there before, so we now know that such collisions can indeed produce "new" information?

The action taken, although seems related to what Arivero is saying, and of course I already have much on this in terms of Han Jenny, and the taking of the Chaldni plate to spherical relations. As an experiment with a "balloons and dyes using sound" similar to "sand on that same chaldni plate."

The Perfect Sphere and Sonoluminence.

Taleyarkhan.A second internal inquiry has found no evidence of misconduct.Credit: Purdue News Service

Purdue University officials today announced that a second and final internal inquiry has cleared bubble-fusion researcher Rusi Taleyarkhan of all allegations of research misconduct. "I feel vindicated and exonerated," Taleyarkhan says. "It's been a pressure cooker for about a year." But controversy surrounding Taleyarkhan's work isn't likely to die down any time soon.

Taleyarkhan is the chief proponent of the controversial notion of sonofusion, which suggests that sound energy can collapse bubbles in a way that yields more energy than was initially put in (ScienceNOW, 4 March 2002). Last year, an article in Nature reported that several of Taleyarkhan's colleagues at Purdue were upset by their encounters with him, suggesting that he allegedly obstructed their work and tried to stop them from publishing results that contradicted his own.

There has been some contention about the results, but this is far from what I wanted to show in terms of the geometrics involved. Patience as to the energy produced from this interaction of "sound on the surface transferred inside" to cause a spherical collapse.


Experimental apparatus used by the team at the University of Stuttgart. PMT = photomultiplier tube, PZT = piezoelectric transducer. Picture credit: Physical Review Letters

German researchers have measured the duration and shape of a sonoluminescence pulse for the first time. Sonoluminescence - the emission of light by bubbles of gas trapped in a liquid and excited by sound waves - is one of the most puzzling phenomena in physics. Although first discovered in 1934, physicists have yet to discover the underlying light emitting process.

Seeing the tensorial action on the bubble moving sound inside, I had wondered about how such a collapse could increase the temperatures involved to produce this "super higgs fluid." Lubos Motl never gave this much thought and I of course am impressionable when it comes to the science mind. I could not shake it.

Ultrasound can produce temperatures as high as those on the surface of the Sun and pressures as great as those at the bottom of the ocean. In some cases, it can also increase chemical reactivities by nearly a millionfold.

So we "assign fluids" as one might the "vacuum in space" to illustrate what we have as our way with these bubbles? These claims have not been fantastical other then what the science had been designed for, yet I am drawn to the schematics and geometrics.

So yes the ways in which the size of the blackhole could all of sudden collapse is critical here, to producing further results in what is required of the new physics? So looking for "such experimental processes" is always part of my resolve to understand the geometrics involved.

Please be patient while I am learning.


Axisymmetry is also broken in the fluid bells, which assume the form of polyhedra

See further information in regards to Broken Symmetry.

So the idea here that was troubling was the way in which the symmetry was broken in terms of the fluid flows demonstrated by the Broken Symmetry examples.

My perception is much different here in that the dynamical relation of "the super fluid", may have it's correlation in the Navier stokes equations. This is by "insinuation on my part." How preposterous such a thing to think that the conditions had to be "spelt out first" in order for us to understand the "new physics" beyond the standard model?

Navier-Stokes Equations

The Navier-Stokes equations, named after Claude-Louis Navier and George Gabriel Stokes, are a set of equations that describe the motion of fluid substances such as liquids and gases. These equations establish that changes in momentum in infinitesimal volumes of fluid are simply the product of changes in pressure and dissipative viscous forces (similar to friction) acting inside the fluid. These viscous forces originate in molecular interactions and dictate how viscous a fluid is. Thus, the Navier-Stokes equations are a dynamical statement of the balance of forces acting at any given region of the fluid.

Using the geometrical basis of my thought pattern established as a point in a circle, or a point with "no boundary", it seems it is very difficult to talk about the universe if one does not include the way in which such dynamicals can perpetuate the energy within this system.

In fact, in the reciprocal language, these tiny circles are getting ever smaller as time goes by, since as R grows, 1/R shrinks. Now we seem to have really gone off the deep end. How can this possibly be true? How can a six-foot tall human being 'fit' inside such an unbelievably microscopic universe? How can a speck of a universe be physically identical to the great expanse we view in the heavens above?

(Brian Greene, The Elegant Universe, pages 248-249)

Thus too, the understanding, that if you turn Einstein's equation E=mc² inside/out then what had you done? All "matter states" have then been assigned a energy value? Qui! Non?

Plato:

Layman scratching head while faceless expression of Boltzmann puzzlement takes hold?

How is one suppose to find "a equilibrium" in such a "low entropic state?"

If we were to experimentally challenging any thinking with "relativistic processes" how could they have ever emerged out of the BB? Maybe, it was a "highly symmetric event" for any asymmetry to show itself as "discrete measures" defined in relation to the "energy of probable outcomes?"

Where did such reductionism begin for us to ask about the "cross over?"

We needed high energy perspective to realize that we were still talking about the universe. Are there any other processes within the cosmos that can be taken down to such rejuvenated qualities to new universes being born that while the arrow of time is pointed one way, that the universe itself allowed such expression to continue in the expansion rate, and the speed up?

A Higg's fluid? Something had to be "happening now" that would dictate?

Forgive me here for my ignorance in face of those better equipped.

So you are looking for "this point" where things cross over? It is highly supersymmetric, yet, we know that such matter states have been detailed and defined as "discrete" asymmetric matter states.

I made a comment above that needed to be looked at again so I am placing it here while it suffers it's fate in another location. The basis of the argument is an ole one indeed that has long been exchanged by Smolin and Susskind.

Now it is again one of those things that I am trying to make sense of while one could go off in a philosophical direction. While the "facts of the matter" and experimental results dictate my thinking here.

It's the fault of that ole' Platonic thinking, and the Pythagorean basis of the universe in expression thingy. The universe is very dynamical geometrically while one debates the essence of inflation and disregards what allows such an expression to bring "other ideas" into the fold. How this "eternal idea" can bring other factors in terms of the speed up into consideration, while one ponders why such a thing is happening?

Neutrino Oscillations? Hmmmm.......

Oscillating flavors The three neutrino mass eigenstates are presumed to be different coherent superpositions of the three flavor eigenstates (ne, nm, and nt) associated with the three charged leptons: the electron, the muon, and the tau. There is good evidence that only two of the three mass eigenstates contribute significantly to ne. In that approximation, one can write

Just another fancy way of looking at CNO and the law of Octaves? :) While some thought space was empty, there were aspects of that space "which was alive" regardless of the asymmetrical realization of the discrete matters?

I'm trying here. You needed a background for it?

The triple alpha process is highly dependent on carbon-12 having a resonance with the same energy as helium-4 and beryllium-8 and before 1952 no such energy level was known. It was astrophysicist Fred Hoyle who used the fact that carbon-12 is so abundant in the universe (and that our existence depends upon it - the Anthropic Principle), as evidence for the existence of the carbon-12 resonance. Fred suggested the idea to nuclear physicist Willy Fowler, who conceded that it was possible that this energy level had been missed in previous work on carbon-12. After a brief undertaking by his research group, they discovered a resonance near to 7.65 Mev.

Now I am not pro or against anything, just trying to make sense of the disparity of such anthropic reasonings. So what processes in Cern reveals such an idea? Muons?

What's that saying? The devil is in the details :)

So we want to define our relationship with the world in some computerized method? It has always been something of a struggle to explain how one may see the world as they lose the focus of distinctive sight and hearing and soon realize that if they are all amalgamated, you might get this idea of the gravitationally inclined atomized in some computerized process? Feelings?:)

You finally learnt something about yourself?

A thought crossed my mind. A fictional story?

It’s interesting what calorimetric measure can do when you are looking at cosmological events. So, the photon becomes descriptive in itself?

Of course speaking of Glast here. Building alliances?


Perhaps Quantum Gravity can be Handled by thoroughly reconsidering Quantum Mechanics itself?

You are working “to set” the course of events? So we have this description then of the universe and it’s “phase transitions.” It’s behind the “value of the photon in it’s description and escape velocity” and it’s value also “gravitationally linked?”

So technology now stops the photon in flight? We can then “colour our views with the gravitationally inclined?”:) A “philosophical take” on new computerized development with feeling?

The leading computer technologies here is not to diverge from what I moved too in terms of understanding the human condition. This is very important to me, and includes not only our biological functioning, but our resulting affect from the physiological one as well.

So while "you think" I hope to chart the colours spectrally induced oscillatory universe from the "photon stop over" and subsequent information held in that abeyance. Sure it's a story of fiction right now, but in time I would like to see this connection to reality.

It may only rest at this time in conceptual framework that was constructed from what was available in the physics and science at our disposal, while I had to move forward slowly.

It was important to understand why there would be such divergences in perspective and how these would be lined up? Some of course did not want to take the time, but it was important to me to understand the "philosophical position" taken.



One could just as well venture to the condense matter theorist and said, what building blocks shall we use? One should not think the "history of Platonism" without some "other influences" to consider. Least you assign it to a "another particular subject" in it's present incarnation? An Oscillatory String Universe?

So the evolution here is much more then the "circumspect of the biological function," but may possible include other things that have not been considered?

Physiologically, the "biological function" had some other relation? So abstract that I assigned the photon? So I said "feelings," while Einstein might assigned them to a "short or long time" considering his state of mind? :)

More thought of course here on the "fictional presentation" submitted previous. As a layman I have a problem in that regard. :)

So no one knows how to combine thermodynamics and general relativity? Hmmm....Boltzmann puzzle..hmmmmm...and I slowly drift off in thought.

Our work is about comparing the data we collect in the STAR detector with modern calculations, so that we can write down equations on paper that exactly describe how the quark-gluon plasma behaves," says Jerome Lauret from Brookhaven National Laboratory. "One of the most important assumptions we've made is that, for very intense collisions, the quark-gluon plasma behaves according to hydrodynamic calculations in which the matter is like a liquid that flows with no viscosity whatsoever."

How does relativity ever arise out of such a situation? If "tunnelling was to occur" where would it occur, and where would "this equilibrium" find comparative Lagrangian relations in the universe? These perspectives are leading to what we see in the WMAP polarization patterns?

Are there not "comparative features" that allows for the low entropic states, within the existing universe? Allows us to return to those same entropic states in their respective regions, while "feeding" the universe?

You had to look for the conditions that would be similar would you not? And "supporting evidence" to explain the current universe speeding up. These conditions would have to support that contention.

I am holding off producing any new posts until I can bring the discussion to a suitable ending where Lee Smolin admits the ideas are not yet completed in terms of of our understanding of the landscape?

Clifford has a good humour post about real estate in the extra dimensions. Of course you had to follow other discourses here to understand how one may view what is "current in the thinking?"

This "balance in perspective" is not just one or the other but on how such perspective is formed around it. So on the one hand you have this Anthropic approach in string theory, and then you have the "philosophical differences on the other?"

Your trying to explain it and in so doing revealing the train of thought that was established. One does not disavow the road leading to the physics established of course, and no where is this intentional on differing perspectives

Lee Smolin: "Here is a metaphor due to Eric Weinstein that I would have put in the book had I heard it before. Let us take a different twist on the landscape of theories and consider the landscape of possible ideas about post standard model or quantum gravity physics that have been proposed. Height is proportional to the number of things the theory gets right. Since we don’t have a convincing case for the right theory yet, that is a high peak somewhere off in the distance. The existing approaches are hills of various heights that may or may not be connected, across some ridges and high valleys to the real peak. We assume the landscape is covered by fog so we can’t see where the real peak is, we can only feel around and detect slopes and local maxima.