Wednesday, March 26, 2014

Pricetag on Naming Mars Craters



Recently initiatives that capitalise on the public’s interest in space and astronomy have proliferated, some putting a price tag on naming space objects and their features, such as Mars craters. The International Astronomical Union (IAU) would like to emphasise that such initiatives go against the spirit of free and equal access to space, as well as against internationally recognised standards. Hence no purchased names can ever be used on official maps and globes. The IAU encourages the public to become involved in the naming process of space objects and their features by following the officially recognised (and free) methods. See: Concerns and Considerations with the Naming of Mars Craters
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The Outer Space Treaty of 1967

Treaty on principles governing the activities of states in the exploration and use of outer space, including the moon and other celestial bodies.


Opened for signature at Moscow, London, and Washington on 27 January, 1967
THE STATES PARTIES. TO THIS TREATY,

INSPIRED by the great prospects opening up before mankind as a result of man's entry into outer space,

RECOGNIZING the common interest of all mankind in the progress of the exploration and use of outer space for peaceful purposes,

  BELIEVING that the exploration and use of outer space should be carried on for the benefit of all peoples irrespective of the degree of their economic or scientific development,

  DESIRING to contribute to broad international co-operation in the scientific as well as the legal aspects of the exploration and use of outer space for peaceful purposes,  

BELIEVING that such co-operation will contribute to the development of mutual understanding and to the strengthening of friendly relations between States and peoples,  

RECALLING resolution 1962 (XVIII), entitled "Declaration of Legal Principles Governing the Activities of States in the Exploration and Use of Outer Space", which was adopted unanimously by the United Nations General Assembly on 13 December 1963,  

RECALLING resolution 1884 (XVIII), calling upon States to refrain from placing in orbit around the earth any objects carrying nuclear weapons or any other kinds of weapons of mass destruction or from installing such weapons on celestial bodies, which was adopted unanimously by the United Nations General Assembly on 17 October 1963,  

TAKING account of United Nations General Assembly resolution 110 (II) of 3 November 1947, which condemned propaganda designed or likely to provoke or encourage any threat to the peace, breach of the peace or act of aggression, and considering that the aforementioned resolution is applicable to outer space,

CONVINCED that a Treaty on Principles Governing the Activitiesof States in the Exploration and Use of Outer Space, including the Moon and Other Celestial Bodies, will further the Purposes and Principles ofthe Charter of the United Nations,
 

HAVE AGREED ON THE FOLLOWING:  

Article I
 

The exploration and use of outer space, including the moon and other celestial bodies, shall be carried out for the benefit and in the interests of all countries, irrespective of their degree of economic or scientific development, and shall be the province of all mankind. Outer space, including the moon and other celestial bodies, shall be free for exploration and use by all States without discrimination of any kind, on a basis of equality and in accordance with international law, and there shall be free access to all areas of celestial bodies. There shall be freedom of scientific investigation in outer space, including the moon and other celestial bodies, and States shall facilitate and encourage international co-operation in such investigation. 

  Article II
 

Outer space, including the moon and other celestial bodies, is not subject to national appropriation by claim of sovereignty, by means of use or occupation, or by any other means.  

Article III
 

States Parties to the Treaty shall carry on activities in the exploration and use of outer space, including the moon and other celestial bodies, in accordance with international law, including the Charter of the United Nations, in the interest of maintaining international peace and security and promoting international co- operation and understanding.

States Parties to the Treaty undertake not to place in orbit around the earth any objects carrying nuclear weapons or any other kinds of weapons of mass destruction, install such weapons on celestial bodies, or station such weapons in outer space in any other manner.
> The moon and other celestial bodies shall be used by all States Parties to the Treaty exclusively for peaceful purposes. The establishment of military bases, installations and fortifications, the testing of any type of weapons and the conduct of military manoeuvres on celestial bodies shall be forbidden. The use of military personnel for scientific research or for any other peaceful purposes shall not be prohibited. The use of any equipment or facility necessary for peaceful exploration of the moon and other celestial bodies shall also not be prohibited.  

Article V
 

States Parties to the Treaty shall regard astronauts as envoys of mankind in outer space and shall render to them all possible assistance in the event of accident, distress, or emergency landing on the territory of another State Party or on the high seas. When astronauts make such a landing, they shall be safely and promptly returned In carrying on activities in outer space and on celestial bodies, the astronauts of one State Party shall render all possible assistance to the astronauts of other States Parties. States Parties to the Treaty shall immediately inform the other States Parties to the Treaty or the Secretary-General of the United Nations of any phenomena they discover in outer space, including the Moon and other celestial bodies, which could constitute a danger to the life or health of astronauts.  

Article VI
 

States Parties to the Treaty shall bear international responsibility for national activities in outer space, including the moon and other celestial bodies, whether such activities are carried on by governmental agencies or by non-governmental entities, and for assuring that national activities are carried out in conformity with the provisions set forth in the present Treaty. The activities of non- governmental entities in outer space, including the moon and other celestial bodies, shall require authorization and continuing supervision by the appropriate State Party to the Treaty. When activities are carried on in outer space, including the moon and other celestial bodies, by an international organization, responsibility for compliance with this Treaty shall be borne both by the international organization and by the States Parties to the Treaty participating in such organization.  

Article VII
 

Each State Party to the Treaty that launches or procures the launching of an object into outer space, including the moon and other celestial bodies, and each State Party from whose territory or facility an object is launched, is internationally liable for damage to another State Party to the Treaty or to its natural or juridical persons by such object or its component parts on the Earth, in air space or in outer space, including the moon and other celestial bodies.

  
 Article VIII
 

A State Party to the Treaty on whose registry an object launched into outer space is carried shall retain jurisdiction and control over such object, and over any personnel thereof, while in outer space or on a celestial body. Ownership of objects launched into outer space, including objects landed or constructed on a celestial body, and of their component parts, is not affected by their presence in outer space or on a celestial body or by their return to the Earth. Such objects or component parts found beyond the limits of the State Party of the Treaty on whose registry they are carried shall be returned to that State Party, which shall, upon request, furnish identifying data prior to their return.  

Article IX
 

In the exploration and use of outer space, including the moon and other celestial bodies, States Parties to the Treaty shall be guided by the principle of co-operation and mutual assistance and shall conduct all their activities in outer space, including the moon and other celestial bodies, with due regard to the corresponding interests of all other States Parties to the Treaty. States Parties to the Treaty shall pursue studies of outer space, including the moon and other celestial bodies, and conduct exploration of them so as to avoid their harmful contamination and also adverse changes in the environment of the Earth resulting from the introduction of extraterrestrial matter and, where necessary, shall adopt appropriate measures for this purpose. If a State Party to the Treaty has reason to believe that an activity or experiment planned by it or its nationals in outer space, including the moon and other celestial bodies, would cause potentially harmful interference with activities of other States Parties in the peaceful exploration and use of outer space, including the moon and other celestial bodies, it shall undertake appropriate international consultations before proceeding with any such activity or experiment. A State Party to the Treaty which has reason to believe that an activity or experiment planned by another State Party in outer space, including the moon and other celestial bodies, would cause potentially harmful interference with activities in the peaceful exploration and use of outer space, including the moon and other celestial bodies, may request consultation concerning the activity or experiment.  

Article X
 

In order to promote international co-operation in the exploration and use of outer space, including the moon and other celestial bodies, in conformity with the purposes of this Treaty, the States Parties to the Treaty shall consider on a basis of equality any requests by other States Parties to the Treaty to be afforded an opportunity to observe the flight of space objects launched by those States.
The nature of such an opportunity for observation and the conditions under which it could be afforded shall be determined by agreement between the States concerned.

   
Article XI
 

In order to promote international co-operation in the peaceful exploration a
nd use of outer space, States Parties to the Treaty conducting activities in outer space, including the moon and other celestial bodies, agree to inform the Secretary-General of the United Nations as well as the public and the international scientific community, to the greatest extent feasible and practicable, of the nature, conduct, locations and results of such activities. On receiving the said information, the Secretary-General of the United Nations should be prepared to disseminate it immediately and effectively.

  Article XII
 

All stations, installations, equipment and space vehicles on the moon and other celestial bodies shall be open to representatives of other States Parties to the Treaty on a basis of reciprocity. Such representatives shall give reasonable advance notice of a projected visit, in order that appropriate consultations may be held and that maximum precautions may be taken to assure safety and to avoid interference with normal operations in the facility to be visited.  

Article XIII
 

The provisions of this Treaty shall apply to the activities of States Parties to the Treaty in the exploration and use of outer space, including the moon and other celestial bodies, whether such activities are carried on by a single State Party to the Treaty or jointly with other States, including cases where they are carried on within the framework of international inter-governmental organizations. Any practical questions arising in connexion with activities carried on by international inter-governmental organizations in the exploration and use of outer space, including the moon and other celestial bodies, shall be resolved by the States Parties to the Treaty either with the appropriate international organization or with one or more States members of that international organization, which are Parties to this Treaty.  

Article XIV
 

1. This Treaty shall be open to all States for signature. Any State which does not sign this Treaty before its entry into force in accordance with paragraph 3 of this Article may accede to it at any time.
2. This Treaty shall be subject to ratification by signatory States. Instruments of ratification and instruments of accession shall be deposited with the Governments of the United Kingdom of Great Britain and Northern Ireland, the Union of Soviet Socialist Republics and the United States of America, which are hereby designated the Depositary Governments.
3. This Treaty shall enter into force upon the deposit of instruments of ratification by five Governments including the Governments designated as Depositary Governments under this Treaty.
4. For States whose instruments of ratification or accession are deposited subsequent to the entry into force of this Treaty, it shall enter into force on the date of the deposit of their instruments of ratification or accession.
 5. The Depositary Governments shall promptly inform all signatory and acceding States of the date of each signature, the date of deposit of each instrument of ratification of and accession to this Treaty, the date of its entry into force and other notices.
6. This Treaty shall be registered by the Depositary Governments pursuant to Article 102 of the Charter of the United Nations.
 

Article XV
 

Any State Party to the Treaty may propose amendments to this Treaty. Amendments shall enter into force for each State Party to the Treaty accepting the amendments upon their acceptance by a majority of the States Parties to the Treaty and thereafter for each remaining State Party to the Treaty on the date of acceptance by it.  

Article XVI
 

Any State Party to the Treaty may give notice of its withdrawal from the Treaty one year after its entry into force by written notification to the Depositary Governments. Such withdrawal shall take effect one year from the date of receipt of this notification.  

Article XVII
 

This Treaty, of which the Chinese, English, French, Russian and Spanish texts are equally authentic, shall be deposited in the archives of the Depositary Governments. Duly certified copies of this Treaty shall be transmitted by the Depositary Governments to the Governments of the signatory and acceding States. 

 IN WITNESS WHEREOF the undersigned, duly authorised, have signed this Treaty.  

DONE in triplicate, at the cities of London, Moscow and Washington, the twenty-seventh day of January, one thousand nine hundred and sixty-seven.
 
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See Also:

Sunday, March 23, 2014

Are Artifacts of CMB Right Next to Me?

 Looking back seems strange to me and that if one is to take such a position then evidence must exist in this very moment?

Models of Earlier Events

This may seem like a stupid question to some, but for me it is really about looking at where I exist in the universe and what exists right next to us in the same space. I am not sure if that makes any sense but hopefully somebody out there can help me focus better.

ESA and the Planck Collaboration
The mission's main goal is to study the cosmic microwave background – the relic radiation left over from the Big Bang – across the whole sky at greater sensitivity and resolution than ever before.
The cosmic microwave background (CMB) is the furthest back in time we can explore using light.
The cosmic microwave background (CMB) is detected in all directions of the sky and appears to microwave telescopes as an almost uniform background. Planck’s predecessors (NASA's COBE and WMAP missions) measured the temperature of the CMB to be 2.726 Kelvin (approximately -270 degrees Celsius) almost everywhere on the sky. 
So with parsing some of these points from the link associated above with picture, I am not sure if my question has been properly asked.

 A discussion about the definition of nothing.

For me then too, I would always wonder about "what nothing is" as that to relates to the question about what can exist right next to me. It was meant to be logical and not metaphysical question, so as to be reduced to those first moments.

***

If BICEP2′s recent result is correct:

” -as big as a large fraction of a percent of the Planck temperature (where the universe would have been hot enough to make black holes just from its own heat) or

– as small as the temperature corresponding to about the energy of the Large Hadron Collider (where it would barely have been hot enough to make Higgs particles)”


History of the Universe
“not of the whole universe but rather just the part of the universe (called, on this website, “the observable patch of the universe“) that we can observe today,”

Why is this “observable patch” important and where in the CMB map is this located? As strange a question as this might be, can this “observable patch” be right next to us?

So I am constructing a method here to help us see the universe as if I am on a location within this CMB map.

"The cosmic microwave background (CMB) is detected in all directions of the sky and appears to microwave telescopes as an almost uniform background. " -See: ESA and Planck Collaboration

So of course you look at the map,  and for me,  I wonder where we are located on that map. So with regard to that particular patch what does the background look like?-




"The contents point to a Euclidean flat geometry, with curvature (\Omega_{k}) of −0.0027+0.0039 −0.0038. The WMAP measurements also support the cosmic inflation paradigm in several ways, including the flatness measurement."- WMAP

So such a illustration and my question about our location and where we are in that "all sky map(CoBE, WMAP, and PLanck)" tells us something about the region we are in? Right next to us,  in this map while seeking our placement, I am curious as to what this region looks like in relation to say another point on that map.


Cosmological parameters from 2013 Planck results[23][24][25]
Parameter Age of the universe (Gy) Hubble's constant
( kmMpc·s )
Physical baryon density Physical cold dark matter density Dark energy density Density fluctuations at 8h−1 Mpc Scalar spectral index Reionization optical depth
Symbol t_0 H_0 \Omega_b h^2 \Omega_c h^2 \Omega_\Lambda \sigma_8 n_s \tau
Planck
Best fit
13.819 67.11 0.022068 0.12029 0.6825 0.8344 0.9624 0.0925
Planck
68% limits
13.813±0.058 67.4±1.4 0.02207±0.00033 0.1196±0.0031 0.686±0.020 0.834±0.027 0.9616±0.0094 0.097±0.038
Planck+lensing
Best fit
13.784 68.14 0.022242 0.11805 0.6964 0.8285 0.9675 0.0949
Planck+lensing
68% limits
13.796±0.058 67.9±1.5 0.02217±0.00033 0.1186±0.0031 0.693±0.019 0.823±0.018 0.9635±0.0094 0.089±0.032
Planck+WP
Best fit
13.8242 67.04 0.022032 0.12038 0.6817 0.8347 0.9619 0.0925
Planck+WP
68% limits
13.817±0.048 67.3±1.2 0.02205±0.00028 0.1199±0.0027 0.685+0.018
−0.016
0.829±0.012 0.9603±0.0073 0.089+0.012
−0.014
Planck+WP
+HighL
Best fit
13.8170 67.15 0.022069 0.12025 0.6830 0.8322 0.9582 0.0927
Planck+WP
+HighL
68% limits
13.813±0.047 67.3±1.2 0.02207±0.00027 0.1198±0.0026 0.685+0.017
−0.016
0.828±0.012 0.9585±0.0070 0.091+0.013
−0.014
Planck+lensing
+WP+highL
Best fit
13.7914 67.94 0.022199 0.11847 0.6939 0.8271 0.9624 0.0943
Planck+lensing
+WP+highL
68% limits
13.794±0.044 67.9±1.0 0.02218±0.00026 0.1186±0.0022 0.693±0.013 0.8233±0.0097 0.9614±0.0063 0.090+0.013
−0.014
Planck+WP
+highL+BAO
Best fit
13.7965 67.77 0.022161 0.11889 0.6914 0.8288 0.9611 0.0952
Planck+WP
+highL+BAO
68% limits
13.798±0.037 67.80±0.77 0.02214±0.00024 0.1187±0.0017 0.692±0.010 0.826±0.012 0.9608±0.0054 0.092±0.013


So as we look at this map much is told to us about the Cosmological Parameters and what can be defined in this location we occupy.



Parameter Value Description
Ωtot 1.0023^{+0.0056}_{-0.0054} Total density
w -0.980\pm0.053 Equation of state of dark energy
r <0.24, k0 = 0.002Mpc−1 (2σ) Tensor-to-scalar ratio
d ns / d ln k -0.022\pm0.020, k0 = 0.002Mpc−1 Running of the spectral index
Ωvh2 < 0.0062 Physical neutrino density
Σmν <0.58 eV (2σ) Sum of three neutrino masses


See:
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See Also:

Monday, March 17, 2014

We've Come a Long Way

In 2003 the WMAP craft measured the very small fluctuations – about one part in 100,000 – in the temperature of the cosmic background radiation (coloured regions). These fluctuations, which are in excellent agreement with the predictions of Big Bang theory, originated during inflation and evolved under the influence of both gravity and the pressure of the matter–radiation plasma before particles in the plasma recombined to form hydrogen atoms. Buried in this pattern might also be fluctuations from primordial gravitational waves, but to tease out their signature researchers have to map in detail the polarization of the photons as well as their temperature (white lines represent the electric polarization vector). Since gravitational waves produce a quadrupolar anisotropy and therefore induce polarization without an associated temperature fluctuation, they (and only they) are able to generate a polarization pattern that cannot be expressed as the gradient of a scalar. Source: NASA.

In 2003 the WMAP craft measured the very small fluctuations – about one part in 100,000 – in the temperature of the cosmic background radiation (coloured regions). These fluctuations, which are in excellent agreement with the predictions of Big Bang theory, originated during inflation and evolved under the influence of both gravity and the pressure of the matter–radiation plasma before particles in the plasma recombined to form hydrogen atoms. Buried in this pattern might also be fluctuations from primordial gravitational waves, but to tease out their signature researchers have to map in detail the polarization of the photons as well as their temperature (white lines represent the electric polarization vector). Since gravitational waves produce a quadrupolar anisotropy and therefore induce polarization without an associated temperature fluctuation, they (and only they) are able to generate a polarization pattern that cannot be expressed as the gradient of a scalar. Source: NASA. See: Sounding out the Big Bang

BICEP2 Observatory in Antarctica

Cosmic searches at the South Pole. The BICEP-2 Telescope is the up-facing dish at right. The larger white dish is the South Pole Telescope (SPT), and the building is the Dark Sector Laboratory. Both experiments observe in the millimeter-submillimeter part of the spectrum, mapping polarization patterns in the cosmic background radiation.

...... will announce a “major discovery” about B-modes in the cosmic microwave background See: Who should get the Nobel Prize for cosmic inflation?

UPDATE
Closing thoughts -
BICEP2: Primordial Gravitational Waves!
The BICEP result, if correct, is a spectacular and historic discovery.  In terms of impact on fundamental physics, particularly as a tool for testing ideas about quantum gravity, the detection of primordial gravitational waves is completely unprecedented.  Inflation evidently occurred just two orders of magnitude below the Planck scale, and we have now seen the quantum fluctuations of the graviton.  For those who want to understand how the universe began, and also for those who want to understand quantum gravity, it just doesn't get any better than this.
In fact, it all seems far too good to be true.  And perhaps it is: check back after another experimental team is able to check the BICEP findings, and then we can really break out the champagne.


This should be really interesting.

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Stanford Professor Andrei Linde celebrates physics breakthrough  

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See Also:

Wednesday, March 12, 2014

World Wide Web 25th Anniversary

The first web server, used by Tim Berners-Lee. Photo via Wikipedia
On the 25th anniversary of the World Wide Web, we’re pleased to share this guest post from Sir Tim Berners-Lee, the inventor of the web. In this post he reflects on the past, present and future of the web—and encourages the rest of us to fight to keep it free and open. -Ed.
See:

Monday, March 03, 2014

Laminar Flow




If symmetry is to have ever existed,  and,  you return to the original state, problems enter the picture because you are introducing "some thing" to the system? For example, you can only back up so far. The question is what does this fifth dimensional perspective allow you? You know Gravity and light have been joined?

Yes, when you change visual perspective, what does a line look like, as in viewing a cylindrical system, with such a viscosity?

You cannot show where droplets were injected, and to go beyond that point of submersion, an example of what begin in rotation would on reversibility, happen same. So, something is missing?

 My question is: could you ever learn the answer to an otherwise-intractable computational problem by jumping into a black hole?

Entanglement,  is not an option in such a system ? As is FTL, medium dependent? Changing viscosity rates show speed of light variance?

I want to discuss today reflect a different perspective: one that regards computation as no more “arbitrary” than other central concepts of mathematics, and indeed, as something that shows up even in contexts that seem incredibly remote from it, from the AdS/CFT correspondence to turbulent fluid flow. See:Recent papers by Susskind and Tao illustrate the long reach of computation
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Fluid Velocity Profile
Visualization above,  has specific destination in relation to specificity of drop,  as to show distance from center?


Kaluza-Klein theory is a model which unifies classical gravity and electromagnetism. It was discovered by the mathematician Theodor Kaluza that if general relativity is extended to a five-dimensional spacetime, the equations can be separated out into ordinary four-dimensional gravitation plus an extra set, which is equivalent to Maxwell's equations for the electromagnetic field, plus an extra scalar field known as the "dilaton". Oskar Klein proposed that the fourth spatial dimension is curled up with a very small radius, i.e. that a particle moving a short distance along that axis would return to where it began. The distance a particle can travel before reaching its initial position is said to be the size of the dimension. This, in fact, also gives rise to quantization of charge, as waves directed along a finite axis can only occupy discrete frequencies.

Kaluza-Klein theory can be extended to cover the other fundamental forces - namely, the weak and strong nuclear forces - but a straightforward approach, if done using an odd dimensional manifold runs into difficulties involving chirality. The problem is that all neutrinos appear to be left-handed, meaning that they are spinning in the direction of the fingers of the left hand when they are moving in the direction of the thumb. All anti-neutrinos appear to be right-handed. Somehow particle reactions are asymmetric when it comes to spin and it is not straightforward to build this into a Kaluza-Klein theory since the extra dimensions of physical space are symmetric with respect to left-hand spinning and r-hand spinning particles.
Also to further speculate.....

Oskar Klein proposed that the fourth spatial dimension is curled up in a circle of very small radius, i.e. that a particle moving a short distance along that axis would return to where it began. The distance a particle can travel before reaching its initial position is said to be the size of the dimension. This, in fact, also gives rise to quantization of charge, as waves directed along a finite axis can only occupy discrete frequencies. (This occurs because electromagnetism is a U(1) symmetry theory and U(1) is simply the group of rotations around a circle).


Placing comment here until approved  or not approved.

Instituting a experimental argument is necessary, when t comes to symmetry in the realtor of viscosity and entanglement? Light in Ftl is medium dependent?

This sets up analogue example of the question of firewalls as to imply Black holes and information?

Layman wondering.

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See also:

Friday, February 28, 2014

Brane New World


O wonder!
How many goodly creatures are there here!
How beauteous mankind is! O brave new world,
That has such people in't.

William ShakespeareThe Tempest, Act V, Scene I, ll. 203–206[5]

Brave New World Revisited
 
The allegorical relations that one might find to the subject of Brane is more then just the grey matter, but is an extreme version of a mathematical structure opening from an accumulation of previous mathematical structures. So the Brane New World is a idea behind revolutions(a Kuhnian thesis extrapolation) that takes place in abstract thinking and how relevant it is in the whole scheme of things.

From the Renormalization Group to Quantum Gravity:


To tell you the truth the unfolding of point, line, and plane(early drawings that I had, have since been lost) to me seemed logical as one moved to the idea of cylinders and brane as a extreme journey into an abstract space that few could follow. Even for myself. I did have these early visualizations long before string theory came into the picture that lead too, me seeing a version of the intersection of such brane. I wish I could find the drawing that I did so many years ago. Why this has always piqued my interest.

  In the Kaluza-Klein picture, the extra dimensions are envisioned as being rolled up in compact space with a very small volume, with massive excited states called Kaluza-Klein modes whose mass makes them too heavy to be observed in current or future accelerators.
   The braneworld scenario for having extra dimensions while hiding them from easy detection relies on allowing the extra dimensions to be noncompact, but with a warped metric that depends on the extra dimensions and so is not a direct product space. A simple model in five spacetime dimensions is the Randall-Sundrum model, with metric See: Kaluza-Klein in String Theory

I definitely do not understand it all but I do understand the historical journey. I am glad to see that such evolutions can help people move forward in the relationship of how one may look at physics approach.

Panel Discussion: D-branes: Tools of the Revolution

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See Also:

Thursday, February 27, 2014

What is the Total Field?

The general theory of relativity is as yet incomplete insofar as it has been able to apply the general principle of relativity satisfactorily only to gravitational fields, but not to the total field. We do not yet know with certainty by what mathematical mechanism the total field in space is to be described and what the general invariant laws are to which this total field is subject. One thing, however, seems certain: namely, that the general principal of relativity will prove a necessary and effective tool for the solution of the problem for the total field. -Out of My Later Years, Pg 48, Albert Einstein (bold and underlined added for emphasis)

***

You see, I am formulating qualifiers as to the nature of the question about the total field? The idea here is that from a symmetrical state,  and not wanting infinity to be such a thing,  what is the underlying the question of what exists as a moduli figure? The total field is as if,  some vacua, which has a hold on the idea of time and where this leads one too? No time.

So there is then this evolution of the moduli figure that rests in the valley, as to the question of what as a probabilistic event may be determined,  as if,  the higg's. It reveals that the higg's,  is not the end all too the story and I question the nature of the total field..

See Also:



Wednesday, February 19, 2014

OPAL

OPALS is manifested to launch on the third ISS resupply mission by a SpaceX Falcon 9 Dragon in February 2014.
This artist's concept shows how the Optical Payload for Lasercomm Science (OPALS) laser will beam data to Earth from the International Space Station. Credit: NASA. 
"OPALS represents a tangible stepping stone for laser communications, and the International Space Station is a great platform for an experiment like this," said Michael Kokorowski, OPALS project manager at JPL. "Future operational laser communication systems will have the ability to transmit more data from spacecraft down to the ground than they currently do, mitigating a significant bottleneck for scientific investigations and commercial ventures." SEE: NASA's OPALS to Beam Data From Space Via Laser


OPALS will be mounted externally on the International Space Station (ISS) in a nadir position on an ExPrESS Logistics Carrier (ELC). Image is credited to NASA/JPL-Caltech.

 The fastest commercial communication links on Earth use optical (or laser) fiber to transmit information. Using laser in space without this fiber is another method.  Fast laser communications between Earth and spacecraft like the International Space Station or the Mars rover Curiosity could enhance their connection to the public.  OPALS is also used to educate and train NASA personnel. See: Optical PAyload for Lasercomm Science (OPALS) - 01.09.14
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OPALS Concept of Operations



See Also:

Albert Einstein and Rabindranath Tagore

Rabindranath with Einstein in 1930

Was reading a interesting article called, " When Einstein Met Tagore.  by
On July 14, 1930, Albert Einstein welcomed into his home on the outskirts of Berlin the Indian philosopher Rabindranath Tagore. The two proceeded to have one of the most stimulating, intellectually riveting conversations in history, exploring the age-old friction between science and religion. Science and the Indian Tradition: When Einstein Met Tagore recounts the historic encounter, amidst a broader discussion of the intellectual renaissance that swept India in the early twentieth century, germinating a curious osmosis of Indian traditions and secular Western scientific doctrine. 

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See Also:

Tuesday, February 18, 2014

Atlantis (continued)



See:

Matter Bound?

Here at Last



So what is defined, as too, in any given parameter space(configuration space), we may not talk about things that we do not see, or understand, yet, have modeled an approach as to it's substance. Matter, mass, energy? Some thoughts that come to mind then and formulations are beginning.

So I ask as if in statement,  

-You cannot get "a entangled state" from a perfect symmetry? Yet, the Higg's has been identified from a probable event? Space then, is not empty. Yet the higg's is not the totality of the puzzle, and the puzzle still remains.

 -As soon as you define a configuration space, lets say 3D space, then by definition anything that enters that space has a probable outcome.

Monday, February 17, 2014

Lunar Atmosphere and Dust Environment Explorer spacecraft


See:
NASA Ames LADEE Mission: NASA Briefing Previews Lunar Mission 
 


NASA's Lunar Atmosphere and Dust Environment Explorer, or LADEE, spacecraft has completed the check-out phase of its mission and has begun science operations around the moon. All the science instruments on-board have been examined by the LADEE team and have been cleared to begin collecting and analyzing the dust in the exosphere, or very thin atmosphere, that surrounds the moon.

NASA's Ames Research Center designed, developed, built, and tested the spacecraft and manages mission operations.

For more information about the LADEE mission, please visit http://www.nasa.gov/ladee
For more information about NASA Ames, please visit http://www.nasa.gov/ames
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Communications Demonstration.
This is NASA's first high-data-rate laser communications system used on a deep space mission. It will enable communications similar to the capabilities found in high-speed fiber optic networks.
Take note of communications technique.
 Free-space optical communication (FSO) is an optical communication technology that uses light propagating in free space to wirelessly transmit data for telecommunications or computer networking. "Free space" means air, outer space, vacuum, or something similar. This contrasts with using solids such as optical fiber cable or an optical transmission line. The technology is useful where the physical connections are impractical due to high costs or other considerations.

Tuesday, February 11, 2014

The Monochord


Pythagoras in School of Athens
  
A monochord is an ancient musical and scientific laboratory instrument. It is also the class-name for any musical stringed instrument having only one string (such as the Vietnamese Đàn bầu). The word "monochord" comes from the Greek and means literally "one string." In a true monochord, a single string is stretched over a sound box. The string is fixed at both ends while one or many movable bridges are manipulated to demonstrate mathematical relationships between sounds.
[Slide 3-3: Closeup of Tablet, Bouleau. Janson, H. W. History of Art. (Fifth Edition.NY: Abrams, 1995). p.497
Raphael’s School of Athens shows Pythagoras is explaining the musical ratios to a pupil. Notice the tablet. It shows the words diatessaron, diapente, diapason. The roman numerals for 6, 8, 9, and 12, showing the ratio of the intervals, same as in the music book frontispiece.The word for the tone, ΕΠΟΓΛΟΩΝΕΠΟΓΛΟΩΝΕΠΟΓΛΟΩΝΕΠΟΓΛΟΩΝ, at the top. Under the tablet is a triangular number 10 called the sacred tetractys]

 The monochord can be used to illustrate the mathematical properties of musical pitch. For example, when a monochord's string is open it vibrates at a particular frequency and produces a pitch. When the length of the string is halved, and plucked, it produces a pitch an octave higher and the string vibrates at twice the frequency of the original (2:1) About this sound Play . Half of this length will produce a pitch two octaves higher than the original—four times the initial frequency (4:1)—and so on. Standard diatonic Pythagorean tuning (Ptolemy’s Diatonic Ditonic) is easily derived starting from superparticular ratios, (n+1)/n, constructed from the first four counting numbers, the tetractys, measured out on a monochord.[citation needed]


The Divine Monochord, from Fludd’s Utriusque Cosmi Maioris Scilicet et Minoris Metaphysica (1617)

The name "monochord" is sometimes incorrectly applied to an instrument with one open string and a second string with a movable bridge; however, such a two-string instrument is properly called a bichord. With two strings you can easily demonstrate how various musical intervals sound. Both open strings are tuned to the same pitch, and then the movable bridge is put in a mathematical position to demonstrate, for instance, the major third (at 4/5th of the string length) About this sound Play  or the minor third (at 5/6th of the string length) About this sound Play .

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SEE:Infinite Fire Webinar II - The Emblemata of the Atalanta Fugiens by Dr. Peter J. Forshaw



See: Atalanta fugiens

Sunday, February 09, 2014

What is Beauty in a Abstract World?

 Pierre Curie (1894): “Asymmetry is what creates a phenomenon.”

This has been of some interest to me as this issue is explained.  I can see where such abstraction when not in some way connected to the real world would to one seem as if it is a dry unimaginative world,  just moving through qualitative functions. It has to mean something more, doesn't it?

Pauli understood that physics necessarily gives an incomplete view of nature, and he was looking for an extended scientific framework. However, the fact that the often colloquial and speculative style of his letters is in striking contrast to his careful and refined publications should advise us to act with caution. His accounts are extremely stimulating, but they should be considered as first groping attempts rather than definitive proposals. See: Pauli’s ideas on mind and matter in the context of contemporary science

Held in context we trust that the philosophical basis is understood as it is being represented in today's world of science. This position with what is self evident must be correlated between theory and physics. So,  I wanted to point to something quite significant for the dry and death forborne mathematician who finds no correlates in the real world. Just goading.

Many prediction-making abilities are low-level and innate. We might say that trees \predict" the arrival of winter and decide to shed their leaves, for example. But in discussing the sense of beauty we are dealing with something that is uniquely human, or nearly See: Whence the Beauty of Mathematics?

It has not past my attention that Beauty is described as not being significant by some of these mathematicians who find no value to it. It means nothing? But for a minute,  think, that if supersymmetry is not established,  then does this in some way reduce the effectiveness of math to explain the symmetrical nature of reality? Should we try to describe these abstract things as being less then beautiful? What use then "any language" that is established,  from that math?

Professor Gates,  what would happen with the beauty of the Adinkra?

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