A Myth Created: Truth Felt, and a Life to Accomplish?

I sometimes have a problem with the thought, that the brain in human beings back 2000 years time, had less intelligent brain matter defined, that we could have had less than the truth of things required?

The plate below speaks to this. Observation maybe on the inherent principals embedded with myth, seems interesting, if held in context of what the emotive truth would have implied. Having given meaning to "lightness in the heart of things."

Maybe new light shed on Einstein's relevance to gravity held in perspective of length of time past with a pretty girl.

Subjective as this may be, it shows some relation to the "time variable recognitions" held in perspective, while looking at the nature of the sphere of earth seen in a new light.

The feather, because of its name, "shut", was a symbol of Shu. Shu was the Egyptian god of the air and the father of the earth (Geb) and the sky (Nut). Shu was often shown wearing a feather in his hair. Occasionally Geb was shown dressed in feathers, a representation of the air which covers him.

Usually, the feather was a symbol of Ma'at, the goddess of truth and order. The goddess was always shown wearing an ostrich feather in her hair. The feather by itself was her emblem.

In art, the feather was shown in scenes of the Hall of Ma'at. This hall is where the deceased was judged for his worthiness to enter the afterlife. The seat of the deceased's soul, his heart, was weighed on a balance against the feather of Ma'at. If the heart was free from the impurities of sin, and therefore lighter than the feather, then the dead person could enter the eternal afterlife. Other gods in the judgement hall who were part of the tribunal overseeing the weighing of the heart were also pictured holding a feather.

A mechanism would have been needed to see such a development in the definitions of those ephemeral qualities. Could have "hidden" within the "emotive content" our subjective life experience. Why do we remember?

The understanding that such reactionary states allotted to experience, would have seen less of the material attachment held to the emotive content necessary? So for measuring our truthfulness to ourselves, rests in our assignment of what purity, and quality of life assigned to our undertaking of this life expressed in thought.

Taking such a stance on the idea of what came before and what came after would then take us to the question of relevance? Why is it necessary outside of these two points of existence, to have them included now.

How well then our understanding, that if such a "emotive quality to truth" had been assigned, then the draw to matter defined states of experience, might not be as strong. Awareness. Thus we will have unleashed the ephemeral quality of mind?

So it ventures forth from the confines of the home, in which it lives. Deals, in the abstract nature. Would we have abandon such a merger of emotive and intellectual qualities risen into a higher recognition necessary. What is the value of that truth personally?

It shed light on a personal experience in nature, with which all experience is remembered?

Ways IN which To Percieve Landscape?

What a Cosmologist Wants from a String Theorist?




Emotion versus Reason?

3.1 As Cytowic notes, Plato and Socrates viewed emotion and reason as in a kind of struggle, one in which it was vitally important for reason to win out. Aristotle took a more moderate view, that both emotion and reason are integral parts of a complex human soul--a theory proposed by Aristotle in explicit opposition to Platonism (De Anima 414a 19ff). Cytowic appears to endorse the Platonic line, with the notable difference that he would apparently rather have emotion win out.

Emotion can be used as a catelysct into higher abstractual/dimensional thinking, if, it can be used to counter research into?:)

Figure 2. Clebsch's Diagonal Surface: Wonderful.

Mein Gott. :) If seeing on distance scales, had relevances in regards to "all the issues" of the standard model, would this not in effect change the way we see in those distances?

Peter Woit:I’ve looked very carefully in landscape papers and Susskind’s book for any sort of plausible idea about how this stuff will ever lead to a prediction of anything and I can’t find it.

Thanks Peter, that's it?


The Hills are Alive with the Sound of M theory?

With the discovery of sound waves in the CMB, we have entered a new era of precision cosmology in which we can begin to talk with certainty about the origin of structure and the content of matter and energy in the universeWayne Hu

By exercising the imagination I thought Wayne Hu did a fine job of relating these things on a "cosmological scale." Hills and Valleys. But in a more detailed quantum look, what value, conformal field theory of point particles?

In effect, the 5-D universe is recorded like a hologram on the 4-D surface at its periphery. Superstring theory rules in the 5-D spacetime, but a so-called conformal field theory of point particles operates on the 4-D hologram. A black hole in the 5-D spacetime is equivalent to hot radiation on the hologram--for example, the hole and the radiation have the same entropy even though the physical origin of the entropy is completely different for each case. Although these two descriptions of the universe seem utterly unalike, no experiment could distinguish between them, even in principle.

Les Houches




ROBBERT DIJKGRAAF:Map of the world, as used in my Les Houches lectures

I like this picture better Clifford. Is the landscape, as barren, or is it, the hope that we see such beautiful things of which the seed bed wil allow such things to arise from it?

For some, the "creative" outlet? Maybe, a Shangri-la high" in the mountains of abstractual thinking?

IN the Wunderkammern

James Joseph Sylvester (September 3, 1814 - March 15, 1897) was an English mathematician and lawyer.

We are told that "mathematics is that study which knows nothing of observation..." I think no statement could have been more opposite to the undoubted facts of the case; that mathematical analysis is constantly invoking the aid of new principles, new ideas and new methods, not capable of being defined by any form of words, but springing direct from the inherent powers and activity of the human mind, and from continually renewed introspection of that inner world of thought of which the phenomena are as varied and require as close attention to discern as those of the outer physical world, ...that it is unceasingly calling forth the faculties of observation and comparison, that one of its principal weapons is induction, that it has frequent recourse to experimental trial and verification, and that it affords a boundless scope for the exercise of the highest efforts of imagination and invention. ...Were it not unbecoming to dilate on one's personal experience, I could tell a story of almost romantic interest about my own latest researches in a field where Geometry, Algebra, and the Theory of Numbers melt in a surprising manner into one another.

While I always point upward in Rapheal's painting, I mention often, the "One thing."

Gold or wisdom, while leadng "the alchemist" in the search of that elucive material, mining, has to note the glimmer's as a sun shines on the landscape of ideas. So you work it, use a sluicebox, or a gold pan. Watch how river flow's and the bends in it. Where some deposits might have laid themself while others are carried off further down stream, left to some "eddie" or "pool of thinking." See flowers emerge in rocks crevices of all places.

However, don't be fooled! The charm of the golden number tends to attract kooks and the gullible - hence the term "fool's gold". You have to be careful about anything you read about this number. In particular, if you think ancient Greeks ran around in togas philosophizing about the "golden ratio" and calling it "Phi", you're wrong. This number was named Phi after Phidias only in 1914, in a book called _The Curves of Life_ by the artist Theodore Cook. And, it was Cook who first started calling 1.618...the golden ratio. Before him, 0.618... was called the golden ratio! Cook dubbed this number "phi", the lower-case baby brother of Phi.

See:

Fool's Gold

The Alchemist in You

String Theory Displays Golden Ratio Tendency

"Wholeness and Creativity" under the Guise of Synesthesia

It is not without some understanding, that models can influence how the rest of the mind might seek to unify such concepts. Is there some spiritual sigificance to it? In Wassily Kandinsky's mind there might be, yet some woud argue, that Wassily was and had this process taking form in the mind but did not have this ability/ (disease)?.

Hearing Colors, Tasting Shapes By Vilayanur S. Ramachandran and Edward M. Hubbard

Modern scientists have known about synesthesia since 1880, when Francis Galton, a cousin of Charles Darwin, published a paper in Nature on the phenomenon. But most have brushed it aside as fakery, an artifact of drug use (LSD and mescaline can produce similar effects) or a mere curiosity. About four years ago, however, we and others began to uncover brain processes that could account for synesthesia. Along the way, we also found new clues to some of the most mysterious aspects of the human mind, such as the emergence of abstract thought, metaphor and perhaps even language.

I just wanted to supply some defintion here and the related article above, for I have much more to say, but I am limited by time to complete the article today.

ABSTRACT: Synesthesia (Greek, syn = together + aisthesis = perception) is the involuntary physical experience of a cross-modal association. That is, the stimulation of one sensory modality reliably causes a perception in one or more different senses. Its phenomenology clearly distinguishes it from metaphor, literary tropes, sound symbolism, and deliberate artistic contrivances that sometimes employ the term "synesthesia" to describe their multisensory joinings. An unexpected demographic and cognitive constellation co-occurs with synesthesia: females and non-right-handers predominate, the trait is familial, and memory is superior while math and spatial navigation suffer. Synesthesia appears to be a left-hemisphere function that is not cortical in the conventional sense. The hippocampus is critical for its experience. Five clinical features comprise its diagnosis. Synesthesia is "abnormal" only in being statistically rare. It is, in fact, a normal brain process that is prematurely displayed to consciousness in a minority of individuals.

If it's Not a Soccer Ball, What is it?

Timaeus concludes

And so now we may say that our account of the universe has reached its conclusion. This world of ours has received and teems with living things, mortal and immortal. A visible living thing containing visible things, and a perciptible God, the image of the intelligible Living Thing. Its grandness, goodness, beauty and perfection are unexcelled. Our one universe, indeed, the only one of its kind, has come to be.

WMap currently expressed, has some explaining to do. While they talk about ekroptic universe and such, such cyclical natures need some reference with which to speak, in order for such idealizations and perspective form around the information WMap has currently released.

The fifth element, i.e., the quintessence, according to Plato was identified with the dodecahedron. He says simply "God used this solid for the whole universe, embroidering figures on it". So,I suppose it's a good thing that the right triangles comprising this quintessence are incommensurate with those of the other four elements, since we certainly wouldn't want the quintessence of the universe to start transmuting into the baser subtances contained within itself!

Higher abstractness, in the case of leaving euclidean perspective, are part of the realization when you look at the WMAP, that is being presented. While sound implications are being implied, they are necessary if it is understood the role they will play in such analogies of a larger global pewrspectve then the one seen in how gaussian coordinates and curvatures are implied, in Omega features, and critical density.

A Finite Dodecahedral Universe

According to the team, who published their study in the 9 October 2003 issue of Nature, an intriguing discrepancy in the temperature fluctuations in the afterglow of the big bang can be explained by a very specific global shape of space (a "topology"). The universe could be wrapped around, a little bit like a "soccer ball", the volume of which would represent only 80% of the observable universe! (figure 1) According to the leading cosmologist George Ellis, from Cape Town University (South Africa), who comments on this work in the "News & Views" section of the same issue: "If confirmed, it is a major discovery about the nature of the universe".

So having a greater perspective on this kind of mapping is necessary. While I reference tunneling and such, implicate bee's travelling or satelittes using pathways of least resistance, how does such states have been reached, if you did not have the perspective that is necessary in seeing how the universe is laid out geometrically?

Scientists Get Glimpse of First Moments After Beginning of Time by DENNIS OVERBYE

"If this holds up to the test of time, it's a real landmark," said Max Tegmark, a cosmologist and cosmic microwave expert at M.I.T. "I really feel like the universe has given up one more clue," he said.

The quantum gravity issues implored, and speculated, have a diverse model selection with which to talk about? John Baez's view came up when I seen the model in which he choose for such understanding. Having seen the "membrane" idealizations used in qauntum gravity models, helped with the perspective that he used, but like Plato his definition fell short to me of the substructure(a discrete meaasure in bubble facets) of the cosmo that would relegated some model, to perfect our view microscopically, as well as macroscopically.




Tegmark and others disproved this, so what is the nature of the cosmo in question, and it's shape? So having understod the idealization of flat gemetries of the universe, how could such negative features be understood as the hyperbolic understanding became part and parcel of GR in our understanding of the gravity issues?

With the discovery of sound waves in the CMB, we have entered a new era of precision cosmology in which we can begin to talk with certainty about the origin of structure and the content of matter and energy in the universe.-Wayne Hu

Such analogies were very important in raising our understanding of what might have been seen in the membrane ideals of how gravity could act in bubble boundaries conditions. While such faces might have been understood in such analogies of John Baez's, a spherical harmonics would have had to been much smoother in our understanding?

Imploring the analogies and models in this respect made it much easier to see on another level, in non euclidean realities. Further then, the understanding of gaussian coordinates. You knew this was part and parcel of a larger picture understood in GR?



The Sound of Gravitational Waves

We can't actually hear gravational waves, even with the most sophisticated equipment, because the sounds they make are the wrong frequency for our ears to hear. This is similar in principle to the frequency of dog whistles that canines can hear, but that are too high for humans. The sounds of gravitional waves are probably too low for us to actually hear. However, the signals that scientists hope to measure with LISA and other gravitational wave detectors are best described as "sounds." If we could hear them, here are some of the possible sounds of a gravitational wave generated by the movement of a small body inspiralling into a black hole.

So there is a culmination in my views as I now look at the new WMap presented. A greater understanding implored in geometric realization, that had to be taken down to the microscopic where quantum gravity existed, yet, the geometry used, what new math would this be? It was encapsulted in the overall understanding of cyclical natures.



Is there such a thing, as isometrical relations of orbitals, in cosmological designs? A Classical definition of the Quantum World perhaps?

Some patterns are telling to me of the way in which the universe, and the galaxies in which had formed, would have followed some geometrical all inclusive pattern, that we see unfolding from place to place, and assigning, specific polarization points within the view of the WMAP.



Now, look at the map below.

The WMAP (Wilkinson Microwave Anisotropy Probe) mission is designed to determine the geometry, content, and evolution of the universe via a 13 arcminute FWHM resolution full sky map of the temperature anisotropy of the cosmic microwave background radiation. The choice of orbit, sky-scanning strategy and instrument/spacecraft design were driven by the goals of uncorrelated pixel noise, minimal systematic errors, multifrequency observations, and accurate calibration. The skymap data products derived from the WMAP observations have 45 times the sensitivity and 33 times the angular resolution of the COBE DMR mission. The WMAP mission characteristics are summarized in the table below.

So by using information in the Chladni plate exhibit within this site, it becomes a interesting picture when such "spectrum analysis" make themselves representable in "color" as a variation of the landscape.

The temperature fluctuations of the Cosmic Background Radiation may be decomposed into a sum of spherical harmonics , much like the sound produced by a music instrument may be decomposed into ordinary harmonics. The "fundamental" fixes the height of the note (as for instance a 440 hertz acouctic frequency fixes the "A" of the pitch), whereas the relative amplitudes of each harmonics determine the tone quality (such as the A played by a piano differs from the A played by a harpsichord). Concerning the relic radiation, the relative amplitudes of each spherical harmonics determine the power spectrum, which is a signature of the geometry of space and of the physical conditions which prevailed at the time of CMB emission.

But if you are really interested in the way we see the universe how would such patterns illustrate what is being shown in the WMAP. A Chladni plate perhaps as spoken in reference. I needed a model with which to work the whole geometrical picture.

If you sprinkle fine sand uniformly over a drumhead and then make it vibrate, the grains of sand will collect in characteristic spots and figures, called Chladni patterns. These patterns reveal much information about the size and the shape of the drum and the elasticity of its membrane. In particular, the distribution of spots depends not only on the way the drum vibrated initially but also on the global shape of the drum, because the waves will be reflected differently according to whether the edge of the drumhead is a circle, an ellipse, a square, or some other shape.

In cosmology, the early Universe was crossed by real acoustic waves generated soon after Big Bang. Such vibrations left their imprints 300 000 years later as tiny density fluctuations in the primordial plasma. Hot and cold spots in the present-day 2.7 K CMB radiation reveal those density fluctuations. Thus the CMB temperature fluctuations look like Chaldni patterns resulting from a complicated three-dimensional drumhead that

See:

Plato's Defintion of God

Sound of the Landscape

B Field Manifestations

Resonance:Brownian Motion

Increase in Output of Inverse Square Law Calculatons ?

Oh my poor layman brain. It hurts.

String theory and the crisis in particle physics by Bert Schroer

The third point of the list is perhaps the most serious one. A theory which has in more than 30 years been unable to get its relation to physics straightened out is presented to physics students as a theory of everything which supersedes QFT before their critical faculties have been strengthened by learning about the concepts and open problems of the most successful theory of particle physics.

When is enough, enough? I think all the warnngs have been heard and the continued barage of statements and genralizations enough to make one sick.



Don't worry Lubo about the context of statements ancestroy or otherwise. As to what you might have wrritten on the blackboard about strings, and what Einstein might have written instead.

An equation means nothing to me unless it expresses a thought of God.-Srinivasa Ramanujan

For me, Ramanujan's statement was really clear. Although, it(math) manifested in the dream, the langauge spoken was the recognition of the source through which mathematics would make itself known to the world. First Principle. If one was listening what was emerging then? Ramanujan might have been so engrossed in math, that such an insight was the key to the open doorway with which quantun grvaity would now not become destitute.

So focused are the many in math that taking the time from all it's calculations, by a quiet strean, or sitting in nature's presence, it all comes together in a "flash of insight."

You have to find the conditions that will speak to theorectical valuation. If such a wide sweeping generalization is levelled at the "mathematical field in question," then, how shall you ever know what this model could have lead one too, in comprehension?

Will we have lacked sufficient knowledge that one might have never had seen it excell beyond the confines of bias and opinion?

Geometrical insight is greater then the axiomization indicated, was from other thoughts of Dirac, and not just the mathematical statements assigned? Such inclination to a quantum perspective and dynamical valuation, of what GR is assigned in curvature, was taken down to the ideas of what signaled the curvature indicators with regards to high energy considerations?

Inverse Fourth Power Law

Quantitative studies of future experiments to be carried out by LHC show that any signatures of missing energy can be used to probe the nature of gravity at small distances. The predicted effects could be accessible to the Tevatron Collider at Fermilab, but the higher energy LHC has the better chance.
These colliders are still under construction, but results also have consequences for "table-top" experiments, being carried out here at Stanford, as well as the University of Washington and the University of Colorado. Here’s the basic idea: imagine there are two extra dimensions on a scale of a millimeter. Next, take two massive particles separated by a meter, at which distance they obviously behave according to the well-known rules of 3-D space. But if you bring them very close, say closer than one millimeter, they become sensitive to the amount of extra space around. At close encounter the particles can exchange gravitons via the two extra dimensions, which changes the force law at very short distances. Instead of the Newtonian inverse square law you’ll have an inverse fourth power law. This signature is being looked for in the ongoing experiments.

In context of a "complete geometrical process(including microperspectve processes)" how is this possible? It's "motivation" from the gravitatinal collapse, cosmologically is well understood? Analogies in the Laval nozzle, would have been capable of seeing superfuid anomalies occuring that are "counter intuitive" at such extreme temperatures? Yet a channel is provide for the increase in energy values as the output is increased?

Again supefluid states would have to be considered here, and the output generated? What else could it be?

Haines’ explanation theorizes that Z’s magnetic energies create microturbulences that increase the kinetic energies of ions caught in the field’s grip. Already hot, the extra jolt of kinetic energy then produces increased heat, as ions and their accompanying electrons release energy through friction-like viscous mixing even after they should have been exhausted.

Mind you this is from 2001

Stanford's Savas Dimopoulos:
New Dimensions in Theoretical Physics

Our new picture is that the 3-D world is embedded in extra dimensions," says Savas Dimopoulos of Stanford University. "This gives us a totally new perspective for addressing theoretical and experimental problems.

And from the same article. Persepctive has now been changed. We do not discard what has already been built up.

Instead of the Newtonian inverse square law you’ll have an inverse fourth power law. "This signature" is being looked for in the ongoing experiments.

So. What value when looking at the Z Machine with such theoretical speculation?

Awareness of counter intuitive anomalies present in such development of the supefluids? Forces us to consider how "bulk manifestion values" are increased? Where did this "extra energy" come from?

See:

The Z Machine

Visualization: Changing Perspective

IN The Era of Quantum Gravity, will we be destitute?

When will the doors be unlocked?

meaning, "Let no one destitute of geometry enter my doors."

The Singing Bowl

One harmonious possibility is that string enthusiasts and loop quantum gravity aficionados are actually constructing the same theory, but from vastly different starting points-Page 490, Fabric of the Cosmos by Brian Greene

What would such gravitons in the bulk concentration mean, to those whose value might have seen sound expressed, as low and rumbling, while energy would have been freer to implement the expression of higher pitched notes?



Some might have never gotten the greater significance, or the relation to the Kernel of Truth, but hidden behind all the facades of humanities thoughts about sound, it was with the understdanding of Joseph Weber's work, that I too, became intrigued with the cylinder bars and sound.

In the late 1950s, Weber became intrigued by the relationship between gravitational theory and laboratory experiments. His book, General Relativity and Gravitational Radiation, was published in 1961, and his paper describing how to build a gravitational wave detector first appeared in 1969. Weber's first detector consisted of a freely suspended aluminium cylinder weighing a few tonnes. In the late 1960s and early 1970s, Weber announced that he had recorded simultaneous oscillations in detectors 1000 km apart, waves he believed originated from an astrophysical event. Many physicists were sceptical about the results, but these early experiments initiated research into gravitational waves that is still ongoing. Current gravitational wave experiments, such as the Laser Interferometer Gravitational Wave Observatory (LIGO) and Laser Interferometer Space Antenna (LISA), are descendants of Weber's original work.

Now what does sound mean in this case? How far shall we go back with Kip Thorne, or John Wheeler? Would a good scientist know that the roots of these thoughts about string theory began long before the mathematical struggles became known in current day thoughts. That the roots began in relativity, and what relativity means geometrically as a gravitational force in consideration?

It required a graduation in thinking. Views in the abstract spaces that were less then understood, that without understanding how such thoughts lead from the classical world, would now move perspectve to it's strengths and weakeness as part of a larger view established from the standard model and beyond. It had to include all the fundamental forces and ultimately it's carriers?

The activity in string theory and quantum gravity is aimed at developing a quantum theory that incorporates the physics of gravity and is valid down to the smallest length scales, where conventional quantum field theory can no longer be applied. There has been rapid progress in this area in recent years, in part due to work of Princeton faculty and students, and it continues to be a fertile source of research problems.

Would These good scientists might have forgotten maybe, or because of the failure of Joesph Webers experiments, the very ideas of LIGO today, would not support the greater depth of seeing? In ways such structures would ring with the gravitational expansion and contraction, and allocated sound value in analogy? What use?

Might I have missed the nature of the bubble in geometric views, as we looked at the sonofusion idea manifested in the way that "time and the bubble's membrane," elastic in it's measure, might have symbolized a larger global view of all the things that it would contained within it. Even, it's magnetic field?



So some were better equiped to see spheres whithin spheres, and all bubble membranes as some topological derivation of Sklars's quandry of what line is a 5 or 1, in relation to the torus. How diffiuclt to undertand that then, inner bubble/line might have encapsulated the expression of Maxwell and all the equations, as being defined within the context of General Relativity and it's completion, as th eenvelope on the outer sphere called earth in space. Some might never have resolved such thinking to sucha bumpy world but it does indeed happen. Not only there, but in how such energies would have made themselves known as we turned this inside out, like some Klein bottled?



I know I have much to learn in the geometrical perspective, but I am trying.

Recognition of a Sphere that is Not so Round

Gravity is the force that pulls two masses together.

Since the earth has varied features such as mountains, valleys, and underground caverns, the mass is not evenly distributed around the globe. The "lumps" observed in the Earth's gravitational field result from an uneven distribution of mass inside the Earth. The GRACE mission will give us a global map of Earth's gravity and how it changes as the mass distribution shifts. The two satellites will provide scientists from all over the world with an efficient and cost-effective way to map the Earth's gravity field.

The primary goal of the GRACE mission is to map the Earth's gravity field more accurately than has ever been done before. You might ask, how will GRACE do this? Two identical spacecraft will fly about 200 kilometers apart. As the two GRACE satellites orbit the Earth they are pulled by areas of higher or lower gravity and will move in relation to each other. The satellites are located by GPS and the distance between them is measured by microwave signals. The two satellites do not just carry science instruments, they become the science instrument. When mass moves from place to place within the Earth's atmosphere, ocean, land or frozen surface (the "cryosphere"), the gravity field changes.

So while I was quite aware of what the earth contained in it's views as a planet on which we live, it was not without some understanding that such mass considerations woul have also included the "view of bubbles"? AS rings around this planet.

The way in which they can work to help push perspective inside/out? Is this wrong? Can no undertanding that leads to electrognagnetsm and gravity joined in the fifth dimensional perspective, lead to the dynamcial understanding of nature in accordance with the spacetime fabric and it's orientations?



Why then lagrange coordinates, and how we see the "hole in space" as satelittes that might choose the most easiest route to travel and least fuel to burn? What say the equillibrium status, had not been reached in the blackhle interior, as a anomlie of perception, in regards to the formation of the superfluid through such collidial events?

A Professors Fate, or Encouragement to Continue?

In regards to #72, as a layman, I continue to wonder.

A VIEW OF MATHEMATICS by Alain CONNES

Most mathematicians adopt a pragmatic attitude and see themselves as the explorers of this mathematical world" whose existence they don't have any wish to question, and whose structure they uncover by a mixture of intuition, not so foreign from poetical desire", and of a great deal of rationality requiring intense periods of concentration.

Each generation builds a mental picture" of their own understanding of this world and constructs more and more penetrating mental tools to explore previously hidden aspects of that reality.

ftp://ftp.alainconnes.org/maths.pdf

No one can be faulted can they for developing pespective? :) No mathematician, for solving age ole problems in regards too, let's say, "Riemann Hypothesis."

What say this view or that view, without siging the death of one professor, or the death of another, as a hand sweeping gesture. As to the "illegitamacy of math models" and their relation to the physics world, lead by science?

Who(the community of scientists) shall decide, or one man?

Not so by evidence of failure? Experimental proposals continued, justification sought by tabletop experiments, or a less then concern, of energy missing from total calculation of imput energy? Within context of the standard model wrapped, and the comlete rotation within, as the signs of the time in one graviattional consideration of it's strength, or it's weakeness? Each "cosmological event" held to this perspective?

So resulting energy calculated in particle showers, leaving amount of energy missing, points too "new physics(increased dimension perspective)?" I mean that is a generalized statement, that might have been asked while the general "state of being" had been reached, in any collidial design? How would this method of travel have been encourgae fromthe event itself in colidial view to one that had traverded through superfluid characteristics and anomalies of such design?

Sustenance of any predictable future in energy production would have asked then, how such perpetuity could be been sustained? Where is that missing energy? How is inflation motivated, if held to the current state of the universe as some cosmological constant method? So the resulting missing energy had been seen in relation to manifested possibilties as strange matter or result cerenkov radational design, of the blue daylight of our world, from the many microbial blackhole events?

The center of our UNiverse and the Arrow of time

About ISCAP Mission

At the energy scales characteristic of the universe's earliest moments, one can no longer approximate matter and energy using an ideal gas formulation; instead, one must use quantum field theory, and at the highest of energies, one must invoke a theory of quantum gravity, such as string theory. Cosmology is thus the pre-eminent arena in which our theories of the ultra-small will flex their muscles as we trace their role in the evolution of the universe.

There had to be some guiding princpal in regards to the schematics of "circles with points," the radius of the universe, and it's relation?



What leads the mind to consider such a thing as a center, and it's possibilties forward and backward in time? When each gravitational collapse could have initiated the same thing over and over again, by the very presence of the blackhole collapse, and the creation of strange matte,r as the darkmmatter of this universe?

A way in which to percieve the comsological constant?

Seeing Into the Heart of the Milky Way

The very heart of the Milky Way is obscured by a thick wall of dust that optical telescopes can't peer through. But astronomers have used the dust-penetrating infrared capabilities of the 6.5 metre Magellan telescope in Chile to look past the wall, and map stars never seen before. Astronomers found thousands of stars jammed into an area only 6 light-years across. The purpose of these observations was to uncover stars which could be orbiting and feeding white dwarfs, neutron stars, or even black holes. These special binary objects are thought to be more common in the crowded centre of the Milky Way.

I mean sure, things are going to bother the thinking we might have, as to where the universe actually began? What indications would reveal this to us?

I am a layman at heart who is questioning the basis of what might have become entropically designed in what we have of the universe today. I also know that at another time such circumstances can be meet by the same process that we encounter in the very formation of how this universe became what it is.

See it must be hard to pinpoint such a beginning point, because you might have needed some motivation and direction inflation would have signalled, to let us know the measures we have today, were much different as we looked to the center of the universe?

So such a center would have had to to have some basis for how such motivation would insighted inflation to become what it is? Also, such an arrow would have ran in one direction, so how could such rejuvenation process ever have signal cyclical natures to have the universe in the position it is with a temperature, as such and such an age of 13.7 billions years old?

Spontaneous Inflation and the Origin of the Arrow of Time Sean M. Carroll and Jennifer Chen

The role of initial conditions in cosmology is unique within the physical sciences. We only have a single observable universe, rather than the ability to change boundary conditions and run experiments multiple times. A complete theory of cosmology therefore involves not only a set of dynamical laws, but a specification of the particular initial conditions giving rise to the universe we see.

One could certainly argue that the origin of our initial conditions is not an answerable scientific question. Given the state of our universe at the present time, and a complete set of dynamical laws describing its evolution, we can in principle solve for the entire history, including whatever the initial state was. Ultimately, we are stuck with the boundary conditions we have. Similarly, however, we are stuck with the laws of physics that we have, but this constraint doesn’t stop us from searching for deep principles underlying their nature. It therefore seems sensible to treat our initial conditions in the same way, and try to understand why we have these conditions rather than some others.

One had to hold in mind the energy/matter relation

For a view that had been materializing and issues raised in my mind, while very far from complete, I started to wonder about the initial conditions of the universe then. If we were consistent in the way we implored the undertanding of the standard model in the inception of this universe, how and what process would geometrically have taken it from the classical defintion of the macro universe, down to the quantum geometric one?

No equillibrium states? How is that possible in context of the views that I am showing in consideration of the lagrange points. The pathway travelled would hav eseemed to have found the easiest route, while, such inflative consideration would also have found a point on which such superfluid strangeness that would come into play?



This is a troubling issue in my mind, becuase there are other events within context of the universe as we know it today, that would have been taken down to the original conditions. These should hve been consistent with where the center of the universe began in like mindedness, as to it's origination.

So thinking of a center in the overall perspective did not seem to unlikely for me?

Well there are better minds out there as I ponder the ideas that I do. This universe then would seem to have "holes" that would have arisen from the very functionability of macrostate blackhole production, that would have continued to fuel the inflation of this universe?

So in the sense I seen in this blog the ideas and questions then arise around how we see blackhole production fuel the inflation to entropic design. That we have the particle shower to not only consider, but also the state of the universe in it's beginnings, as well as such constituents formed, as the galaxies, stars and planets.

The Z Machine

There is no branch of mathematics, however abstract, which may not some day be applied to phenomena of the real world.— Nikolai Lobachevsky

Sandia’s Z machine exceeds two billion degrees Kelvin

Z’s energies in these experiments raised several questions.

First, the radiated x-ray output was as much as four times the expected kinetic energy input.

Ordinarily, in non-nuclear reactions, output energies are less — not greater — than the total input energies. More energy had to be getting in to balance the books, but from where could it come?

Lubos Motl

Janice Granhardt has pointed out a press release that is two days old and arguably much more serious and potentially far-reaching than the news about "sonofusion" we described yesterday.

http://motls.blogspot.com/2006/03/two-billion-kelvins-at-z-machine.html

I reference current article information that I had been working through here and here for obvious reasons. I would like to expand on this.

I am writng this article because of the references Lubos Motl offered on his blog about the need for, "energy production." The whole context of any model has to have understood that the current situation in gravitational perspective will have it's two extremes (weak and strong) held in thought, and ending within this context? A cyclical process maybe like thinking about Steinhardt maybe? :)

I know the idea of free energy machines is a quacks realm, if, the imput energy and output energy is not held in consideration. That a greater output must be sustained. How?

Klein's Ordering of Geometries

A theorem which is valid for a geometry in this sequence is automatically valid for the ones that follow. The theorems of projective geometry are automatically valid theorems of Euclidean geometry. We say that topological geometry is more abstract than projective geometry which is turn is more abstract than Euclidean geometry.


So on what conditions, could you map the process consistently and geometrics, to have been all inclusive?

While one may discuss these alternatives, it might require that we see this process at work on a cosmological scale, and having reduced it to the quantum realm, the questions about the geometries, becomes held under the auspice of "new physics,". That we might ask, "what new geometries?"

The natural process then would have to acknowledge the need for many microstate blackholes to have further the context of the standard model and it's extension?

Is this not a fair statement? Even though we may talk about one event, the recogition is that, this happens many times in regards to high energy articles in a collidial region. This had been answered in Risk assessment, as to why the process developed naturally, in the production of microstate blackholes, we might have created in LHC.

This did not discount, the understanding of what "extra dimensions meant" when we were understanding the "new physics." Reference here, neutrino or strangelets. It was just part and parcel of a greater understanding that John Ellis had pointed us too, is our recognition of the poor man's accelerator.

See:

The Unity of Mathematics