Numerical Relativity and Consciousness

To model any process that as a BS(Belief System) system,  as in Numerical Relativity,  is to say that such computerization incorporates such photonic principles as to adhere to some aspect of the discovery of consciousness as a basis of that modelling?

The subsystem toward understanding consciousness is then the realization that such modeling is the outcome of projections into the basis of matter orientations. Intent,  as a force has move through such matters so as to gain in matter perspectives?

But if such an entry into such matter projections find significant "scientific value" then it is appropriate to say the understanding that the belief system has become part of the foundational constructive example of our orientations as a consequence? This is what is meant then by "to be lead by science," as a basic premise of understanding the beginnings of the truth with regard to understanding consciousness?

We build in matter? Numerical relativity is such an example. So where to from here?

Spintronics and orientation perhaps, so as to reveal some correspondence toward understanding the basis of the QGP?  This understanding not only with regard to the forward decay chain of this construct, but as a flowing straight through is but to reveal such a path with regard to the use of superconductors and its use in quantum computerization?

So we emulate consciousness you see?

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See Also:

• Numerical Relativity and Quantum Mechanics
• Materialism 

The Architecture of Matter?

Buckminsterfullerene-perspective-3D-balls

I cannot say for certain and I speculate. Bucky balls then bring to mind this architectural structure? Let me give you an example of a recent discovery. I have to wonder if Bucky was a Platonist at heart......with grand ideas? Perhaps you recognze some Platonist idea about perfection as if mathematically a Tegmarkan might have found some truth? Some absolute truth? Perhaps a Penrose truth (Quasicrystal and Information)?

 Aperiodic tilings serve as mathematical models for quasicrystals, physical solids that were discovered in 1982 by Dan Shechtman[3] who subsequently won the Nobel prize in 2011.[4] However, the specific local structure of these materials is still poorly understood .Aperiodic tilings -

 While one starts with a single point of entry......the whole process from another perspective is encapsulated. So you might work from the hydrogen spectrum as a start with the assumption, that this process in itself is enclosed.

 
 The future lies in encapsulating all electromagnetic forces under the auspice and enclosed within the understanding of gravity?

 240 E₈ polytope vertices using 5D orthographic_projection to 2D using 5-cube (Penteract) Petrie_polygon basis_vectors overlaid on electron diffraction pattern of an Icosahedron Zn-Mg-Ho Quasicrystal. E8_(mathematics) and Quasicrystals

At the same time one might understand the complexity of the issue?

 By now it is known theoretically that quantum angular momentum of any kind has a discrete spectrum, which is sometimes imprecisely expressed as "angular momentum is quantized".Stern–Gerlach experiment -

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So possibly a Photon polarization principle inherent in a quantum description of the wave and such a principle inherent in the use of photosynthesis to describe a property not just of the capability of using sun light, but of understanding this principle biologically in human beings? I actually have a example of this use theoretically as a product. Maybe Elon Musk might like to use it?

Photonic molecules are a synthetic form of matter in which photons bind together to form "molecules". According to Mikhail Lukin, individual (massless) photons "interact with each other so strongly that they act as though they have mass". The effect is analogous to refraction. The light enters another medium, transferring part of its energy to the medium. Inside the medium, it exists as coupled light and matter, but it exits as light.^[1]

While I would like to make it easy for you, I can only leave a title for your examination. "The Nobel Prize in Physics 1914 Max von Laue." Yes, but if it is understood that some correlate process can be understood from "a fundamental position," as to the architecture of matter, what would this light have to say about the component structuralism of the information we are missing?


The idea is not new. From a science fiction point of view, StarTrek had these units that when you were hungry or wanted a drink you would have this object materialize in a microwave type oven? Not the transporter.

So, you have this 3d printer accessing all information about the structure and access to the building blocks of all matter in energy, funneled through this replicator.

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 When Bucky was waving his arm between the earth and the moon.....did he know about the three body problem, or how to look at the space between these bodies in another way. If people think this is not real, then you will have to tell those who use celestial mechanics that they are using their satellite trajectories all wrong.

 Ephemeralization, a term coined by R. Buckminster Fuller, is the ability of technological advancement to do "more and more with less and less until eventually you can do everything with nothing".^[1] Fuller's vision was that ephemeralization will result in ever-increasing standards of living for an ever-growing population despite finite resources.

 Exactly. So it was not just "hand waving" Buckminister Fuller is alluding too, but some actual understanding to "more is less?" One applies the principle then? See? I am using your informational video to explain.

 ARTEMIS-P1 is the first spacecraft to navigate to and perform stationkeeping operations around the Earth-Moon L1 and L2 Lagrangian points. There are five Lagrangian points associated with the Earth-Moon system. ARTEMIS - The First Earth-Moon Libration Orbiter -

 To do more with less, it has to be understood that distance crossed needs minimum usage of fuel to project the satellite over a great distance. So they use "momentum" to swing satellites forward?

 This is a list of various types of equilibrium, the condition of a system in which all competing influences are balanced. List of types of equilibrium -

A Wavicle

Etymology

 Blend of wave and particle. Noun  

Wavicle (plural wavicles)

 (quantum mechanics) A wave-particle; an entity which simultaneously has the properties of a wave and a particle.

See also:

•  de Broglie wavelength
•  matter wave
• wave-particle duality 

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Quantum physics says that particles can behave like waves, and vice versa. Research published in Nature Communications shows that this 'wave-particle duality' is simply the quantum uncertainty principle in disguise.

An international team of researchers has proved that two peculiar features of the quantum world – previously considered distinct – are different manifestations of the same thing. The result is published 19 December in Nature Communications.

Patrick Coles, Jedrzej Kaniewski, and Stephanie Wehner made the breakthrough while at the Centre for Quantum Technologies at the National University of Singapore. They found that 'wave-particle duality' is simply the quantum 'uncertainty principle' in disguise, reducing two mysteries to one.

"The connection between uncertainty and wave-particle duality comes out very naturally when you consider them as questions about what information you can gain about a system. Our result highlights the power of thinking about physics from the perspective of information," says Wehner, who is now an Associate Professor at QuTech at the Delft University of Technology in the Netherlands.

The discovery deepens our understanding of quantum physics and could prompt ideas for new applications of wave-particle duality................... SEE : CQT (Centre for Quantum Technologies)-Two quantum mysteries merged into one

Quantum Levitation

Tel-Aviv University demos quantum superconductors locked in a magnetic field (www.quantumlevitation.com). For an explanation of the physics behind this demonstration, visit www.quantumlevitation.com/levitation/The­_physics.html.

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See Also:

• First Room Temperature Superconductor

Phenomenological quantum gravity

Phenomenological quantum gravity is a research field in theoretical physics and a subfield of quantum gravity. Its objective is to find observable evidence for the quantization of gravity by the development of phenomenological models. These phenomenological models quantify possible quantum gravitational effects and can ideally be tested experimentally. In many cases predicted effects are too small to be measureable with presently available technology, but examples exist of models that have been ruled out already and others that can be tested in the near future.

The relevance of this research area derives from the fact that presently none of the candidate theories for quantum gravity has made contact to experiment. Phenomenological models are designed to bridge this gap by allowing physicists to test for general properties that the to-be-found theory of quantum gravity has. Even negative results are thus useful guides to the development of the theory by excluding possible properties. Phenomenological models are also necessary to assess the promise of future experiments.

References

• Amelino-Camelia, Giovanni (2008). "Quantum Gravity Phenomenology". arXiv.
• Hossenfelder, Sabine (2010). "Experimental Search for Quantum Gravity". arXiv.

Numerical Relativity and Quantum Mechanics

Under normal conditions, quarks and gluons are confined in the protons and neutrons that make up everyday matter. But at high energy densities—the range accessible at today’s particle accelerators—quarks and gluons form a plasma reminiscent of the primordial Universe after the big bang. Understanding how the transition (Fig. 1) from the confined state to this quark-gluon plasma (and vice versa) occurs is a fundamental goal of experiments at the Relativistic Heavy Ion Collider and the Large Hadron Collider, which recreate the plasma by colliding nuclei at ultrarelativistic speeds. Theorists are therefore looking for new ways to study the transition with quantum chromodynamics (QCD), the mathematically challenging theory that describes the strong interaction between quarks. In Physical Review Letters, researchers in the HotQCD Collaboration report an analysis of this phase transition using a formulation of QCD that lends itself to numerical solutions on a computer, called lattice QCD [1]. Their simulations of deconfinement—the first to be performed with a version of lattice QCD that accurately describes the masses and, in particular, the symmetries of the quarks—yield the critical temperature for the transition to occur, and show that it is a smooth crossover, rather than an abrupt change.Viewpoint: Testing a Realistic Quark-Gluon Plasma  Bold and underlined added by me for emphasis

While the link(String theory may hold answers about quark-gluon plasma ) was shown in the previous post to this thread as numerical relativity it might be of difficulty that you persons respectively may be able to explain the nature of the connection,  if any,  between a relativistic interpretation with a quantum mechanical understanding? You understand it's a problem, how is it reconciled?

Record-breaking science applications have been run on the BG/Q, the first to cross 10 petaflops of sustained performance. The cosmology simulation framework HACC achieved almost 14 petaflops with a 3.6 trillion particle benchmark run,[51] while the Cardioid code,[52][53] which models the electrophysiology of the human heart, achieved nearly 12 petaflops with a near real-time simulation, both on Sequoia.Blue Gene

See also:

By using Einstein's equations to predict the pattern of gravity waves emitted during the collision of two black holes, or generated in a variety of other cataclysmic events, and comparing the predictions with the observations, an alliance of computational scientists from nine institutions plans to test this as yet unconfirmed prediction of Einstein's famous theory. These scientists belong to a research discipline called Numerical Relativity.

Numerical Relativity Code and Machine Timeline -

You may also find Feynman statement of some interest?

   As Richard Feynman put it:[13]

        "It always bothers me that, according to the laws as we understand them today, it takes a computing machine an infinite number of logical operations to figure out what goes on in no matter how tiny a region of space, and no matter how tiny a region of time. How can all that be going on in that tiny space? Why should it take an infinite amount of logic to figure out what one tiny piece of space/time is going to do? So I have often made the hypotheses that ultimately physics will not require a mathematical statement, that in the end the machinery will be revealed, and the laws will turn out to be simple, like the chequer board with all its apparent complexities".

Numerical simulations

Numerical simulations have different objectives depending on the nature of the task being simulated:

•  Reconstruct and understand known events (e.g., earthquake, tsunamis and other natural disasters).

• Predict future or unobserved situations (e.g., weather, sub-atomic particle behaviour).

Computational science -

So, Quantum Realism has to be looked at as a description of the real world? Does Quantum realism lead you to nothing? In context of the solution toward unification of Relativity and the quantum world is a "unification point?" Meaning......

An equilibrium point is hyperbolic if none of the eigenvalues have zero real part. If all eigenvalues have negative real part, the equilibrium is a stable equation. If at least one has a positive real part, the equilibrium is an unstable node. If at least one eigenvalue has negative real part and at least one has positive real part, the equilibrium is a saddle point. Equilibrium point -

That a straight line has to somehow be explained as not bending either one way or another and without losing information(even if information is scrambled)? Hopefully, you can help me here?

Perfect fluids are often used in general relativity to model idealized distributions of matter, such as in the interior of a star. Perfect fluid -

Volume 3: The Swiss Years: Writings 1909-1911

Volume 3: The Swiss Years: Writings 1909-1911

eLISA

See: eLISA

The European Space Agency (ESA) has recently begun choosing candidates for the next large mission launch slots. The first step was the submission of white papers advocating science themes. Out of many candidates, ESA now selected two.

"We had a difficult task in deciding which scientific themes to choose from all of the excellent candidates, but we believe that missions to study the hot, energetic Universe and gravitational waves will result in discoveries of the greatest importance to cosmology, astrophysics, and physics in general," says Catherine Cesarsky, chair of the Senior Survey Committee of the European Space Agency.

The two selected since themes are:

The Hot and Energetic Universe, addressed by the Athena mission
http://www.the-athena-x-ray-observato...

and

The Gravitational Universe, addressed by the eLISA mission
https://www.elisascience.org/

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Gravitational wave observations will enable studies of: the formation and growth of massive black holes and their co-evolving host galaxies; structure formation; stellar populations and dynamics in galactic nuclei; compact stars; the structure of our Galaxy; General Relativity in extreme conditions; cosmology; and searches for new physics. Information from LISA sources will provide unique insight into extraordinary astrophysical objects. Combined with electromagnetic observations, these insights will advance the broader scientific understanding. LISA Project Office

The Lagrangian Configuration Box

  "Gravitation is not responsible for people falling in love. Albert Einstein"

 Of course I look a Einstein's statement here and I am perplexed as one might distance them self from the subject of gravity to see that such a comparison as I list below can run contradictory to Einstein's rule? But when considering the context of "emotive valence" as a subject worthy of the innovative materialist design products,  I consider the physiological application that emotive valence might have in understanding our world today.

Quantum chemistry is a branch of chemistry whose primary focus is the application of quantum mechanics in physical models and experiments of chemical systems. It is also called molecular quantum mechanics.

When one moves through the subject of quantum biology one is lead toward the chemistry of life so as to see this trend toward understanding the conversion process that can take place as to the quantum effects as seen in quantum biology.

  The science and history of the minimal length has now been covered in a recent book by Amit Hagar:

Discrete or Continuous? The Quest for Fundamental Length in Modern Physics
Amit Hagar
Cambridge University Press (2014)

 The Planck limits may cause a researcher to ask what particulars may be seen within reason toward the larger picture? If something is discrete in its measure then what would such particularization mean in terms of a wave?

 Several questions about consciousness must be resolved in order to acquire a full understanding of it. These questions include, but are not limited to, whether being conscious could be wholly described in physical terms, such as the aggregation of neural processes in the brain. If consciousness cannot be explained exclusively by physical events, it must transcend the capabilities of physical systems and require an explanation of nonphysical means. For philosophers who assert that consciousness is nonphysical in nature, there remains a question about what outside of physical theory is required to explain consciousness. See: The Hard Problem of Consciousness

Unification of gravity and the electrical forces may have some profound insight as too, the unification possibility that such a design could bring an understanding of logic and emotive forces. I believe,  which must be brought to bear on understanding the whole being/body? Understanding each individual's Truth. An Effective Field Theory of Emotion?

 Gravimetry is the measurement of the strength of a gravitational field.

The conversion process was self explanatory in terms of the energy consideration as to the particularity of the universe? So we look at the world in different way.

 (The CIE 1931 colour space chromaticity diagram with wavelengths in nanometers. The colours depicted depend on the colour space of the device on which the image is viewed.) International Commission on Illumination

Consider this for a moment. What may be defined as dimensional attributes, is a conversion process of the "emotive application" that I am moving toward, may have some has relevance in the affective decisions we have? I've based this on how we can see the universe in terms of Lagrangian?

A contour plot of the effective potential due to gravity and the centrifugal force of a two-body system in a rotating frame of reference. The arrows indicate the gradients of the potential around the five Lagrange points—downhill toward them (red) or away from them (blue). Counterintuitively, the L₄ and L₅ points are the high points of the potential. At the points themselves these forces are balanced.

On a classical scale its influence regarding the three body problem, allows one to see "variations of the gravity field" between these bodies?

Animation showing the relationship between the five Lagrangian points (red) of a planet (blue) orbiting a star (yellow), and the gravitational potential in the plane containing the orbit (grey surface with purple contours of equal potential). The potential was computed in POV-Ray using

 For fun apply a color scale to this view? You use a "configuration box" that if applied to some color scale has value in that "such points within the relationship of the three body detail aspects of the nature of this gravity?" So think about this comparison for a moment.

 We know that colour is a psychophysical experience of an observer which changes from observer to observer and is therefore impossible to replicate absolutely. In order to quantify colour in meaningful terms we must be able to measure or represent the three attributes that together give a model of colour perception. i.e. light, object and the eye. All these attributes have been standardised by the CIE or Commission Internationale de l'Eclairage. The colours of the clothes we wear and the textiles we use in our homes must be monitored to ensure that they are correct and consistent. Colour measurement is therefore essential to put numbers to colour in order to remove physical samples and the interpretation of results.See: Colour measuring equipment 

Binomial theorem

Pascal's triangle for binomial expansion: