Spacetime vs Supercurvature - What's the difference?

spacetime | supercurvature |


In physics|lang=en terms the difference between spacetime and supercurvature

is that spacetime is (physics) an n''-dimensional continuum consisting of dimensions of both space & time normally spacetime is considered as having 4 dimensions (''x'', ''y'', ''z'', ''t ), but higher-dimensional spacetimes are often encountered in theoretical physics, eg the 5-dimensional spacetime of kaluza-klein theory or the 11 dimensions of spacetime in m-theory while supercurvature is (physics) the curvature of spacetime in higher dimensions (in supersymmetry).

As nouns the difference between spacetime and supercurvature

is that spacetime is (uncountable|physics) the four-dimensional continuum of the three spatial dimensions plus time while supercurvature is (physics) the curvature of spacetime in higher dimensions (in supersymmetry).

spacetime

Noun

  • (uncountable, physics) The four-dimensional continuum of the three spatial dimensions plus time.
  • An event is a point in spacetime , specified by the coordinates x,y,z and t.
  • (physics) An n''-dimensional continuum consisting of dimensions of both space & time. Normally spacetime is considered as having 4 dimensions (''x'', ''y'', ''z'', ''t ), but higher-dimensional spacetimes are often encountered in theoretical physics, e.g. the 5-dimensional spacetime of Kaluza-Klein theory or the 11 dimensions of spacetime in M-theory.
  • (relativity) A specific region of the universe with mathematically different properties than the surrounding spacetime. Synonymous with "metric" within the context of general relativity.
  • "a Schwarzschild spacetime," "a Reissner-Nordström spacetime," etc. as opposed to sense (2) describing the universe's spacetime as a whole: "a Minkowski spacetime," "a 5-dimensional spacetime," etc.

    Anagrams

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    supercurvature

    English

    Noun

    (en noun)
  • (physics) The curvature of spacetime in higher dimensions (in supersymmetry)