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The Spectrum Of Riemannium

Mobilis in mobili: Physmatics Chronicles!

The Spectrum Of Riemannium
Home→Tags laplace vector

Tag Archives: laplace vector

LOG#245. What is fundamental?

Posted on 2020/07/26 by amarashikiAugust 8, 2022
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  Some fundamental mottos: Fundamental spacetime: no more? Fundamental spacetime falls: no more? Fundamentalness vs emergence(ness) is an old fight in Physics. Another typical mantra is not Shamballa but the old endless debate between what theory is fundamental (or basic) … Continue reading →

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Posted in Astronomy, Astrophysics, Black Holes, BSM, Calculus, Extra dimensions, Gravitational theories, Mathematics, Physmatics, QFT, Quantum, Quantum Gravity, Quantum Mechanics, Relativity, Science, SM, SUGRA, SUSY, Units, natural units and metrology | Tagged astronomy, Astrophysics, carter constant, carter-like constant, de sitter spacetime, derived theory, differential equations, differential forms, divergence, eccentricity vector, fundamental theory, gradient, higher spin theories, Higuchi bound, integrable systems, laplace runge-lenz vector, laplace vector, mechanics, mtheory, musical isomorphism, nabla, one centre problem, quantum groups, rotational, runge-lenz vector, SME, spacetime atoms, standard model extension, symmetries, third integral, two centre problem, two-body problem | Leave a reply
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