Tuesday, March 3, 2015

general relativistic equilibrium -Nash Equilibrium

Differential geometry - Wikipedia, the free encyclopedia

en.wikipedia.org/wiki/Differential_geometry
Wikipedia
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Non-degenerate skew-symmetric bilinear forms can only exist on even-dimensional vector .... (See the Nash embedding theorem.) ... Relation to gravity[show] ... which has found applications in classical equilibrium thermodynamics. ... Differential Geometry of Landmark Shape Manifolds: Metrics, Geodesics, and Curvature", ...

  • Subjects: Mathematics + Countries: Hong Kong + Years: 1994

    www.authormapper.com/search.aspx?val...val=country%3AHong...
    ... creep degenerate feedback Nash equilibrium Differential games equation of ... The conservation law and the radiation of general relativity ... The radiation will be derived from the equation of motion of matter and geodesic equation separately. ... so that the resulting algorithm not only has a local two-step superlinear rate, ...

  • MASS - Research

    https://www.math.psu.edu/mass/research/
    Pennsylvania State University
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    Dynamic Stability of the Nash Equilibrium for a Bidding Game ... Stability of Quasi-Geodesics in Delta-Hyperbolic Space — Calderon A. The ..... Why Guintic Equations Are Not, in General, Solvable with Radicals - Douglas Hogue; Optimal ... General relativity and GPS - Walter Chen; Nonimmersion of the hyperbolic plane in ...

  • Catchup results for quant-ph from Tue, 28 Sep 2010 - arXiv

    arxiv.org › catchup
    arXiv
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    by D Hennig - ‎Cited by 2 - ‎Related articles
    Sep 28, 2010 - (An example is finding a Nash equilibrium.) ... Subjects: Quantum Physics (quant-ph); General Relativity and Quantum ... Finally, the Maxwell-Boltzmann distribution is shown to be a consequence of geodesic motion. ..... a complex structure of non-degenerate non-collinear polarization entangled states ...

  • Einstein Equation on Spacetimes with Degenerate Metric ...

    www.academia.edu/.../Einstein_Equation_on_Spacetimes_...
    Academia.edu
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    By Cristi Stoica in General Relativity and Differential Geometry. ... turns out to be geodesic incomplete – i.e. it turns out that it has singularities. ... In General Relativity, the metric is almost everywhere non-degenerate, and at some regions .... Densitized stress-energy tensor of a fluid in thermodynamic equilibrium In the case ...
    Missing: nash

  • [PDF]here - damtp

    www.damtp.cam.ac.uk/user/st457/essay.pdf
    University of Cambridge
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    General Relativity is often noted for its comparatively high level of abstraction. .... in 1954, when Nash published a construction [22] which takes a given .... Consider an affinely parametrised geodesic on this manifold: intrinsically its tangent vector ... and �� positive eigenvalues and is non-degenerate, then there is an ...

  • general relativistic equilibrium - WorldWideScience

    worldwidescience.org/topicpages/g/general+relativistic+equilibrium.html
    On the problem of uniqueness of equilibrium stationary general relativistic fields ..... Nash Equilibrium is a central concept in game theory, which offers the ...... This is equal to saying that in an ultrarelativistic degeneracy limit of ...... solving the geodesic equation and the nonlinear evolution equations of non-relativistic matter.

  • Killing horizons - Living Reviews in Relativity

    relativity.livingreviews.org/.../articlesu7.html
    Living Reviews in Relativity
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    is a (non-degenerate) Killing horizon whenever ... we see that the surface gravity measures the extent to which the parametrization of the geodesic congruence generated ... Since the latter is constant for a body in thermal equilibrium, the result.
    Missing: nash

  • General Relativity - Numericana

    www.numericana.com/answer/gr.htm
    'General Relativity' was put forth by Albert Einstein in 1915 as a consistent theory based ... Relativistic rigid motion is an equilibrium modified at the speed of sound. ... Free-falling bodies: Their trajectories are geodesics in curved spacetime. ..... (If there are no zeroes on the diagonal, the metric is said to be nondegenerate.).
    Missing: nash

  • [PDF]PDF-1 - RUcore - Rutgers University

    https://rucore.libraries.rutgers.edu/rutgers-lib/25864/pdf/1/
    by LL Nguyen - ‎2009 - ‎Cited by 1 - ‎Related articles
    A spacetime in general relativity is a 4-manifold M equipped with a Lorentzian ... regularity of spacetimes in equilibrium consisting of more than one body. In [1] ... Then given a geodesic ζ in H, ζ ◦ h is a harmonic map from R3 \ Γ into H. .... are any regular charged spacetimes having non-degenerate event horizons and more.
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