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- Fock–Lorentz_symmetry abstract "Lorentz invariance follows from two independent postulates: the principle of relativity and the principle of constancy of the speed of light. Dropping the latterwhile keeping the former leads to a new invariance,known as Fock–Lorentz symmetry or the Projective Lorentz Transformation. The general study of such theories began with Fock, who was motivated by the search for the general symmetry group preserving relativity without assuming the constancy of c.This invariance does not distinguish between inertial frames (and therefore satisfies the principle of relativity) but it allows for a varying speed of light in space c; indeed it allows for a non-invariant c. According to Maxwell's equations the speed of light satisfieswith ε0, μ0 the electric constant and magnetic constant. If the speed of light depends upon the space-time coordinates of the medium, say x, then:where χ(x) represents the vacuum as a variable medium.".
- Fock–Lorentz_symmetry wikiPageID "21496085".
- Fock–Lorentz_symmetry wikiPageRevisionID "569383485".
- Fock–Lorentz_symmetry subject Category:Special_relativity.
- Fock–Lorentz_symmetry subject Category:Symmetry.
- Fock–Lorentz_symmetry comment "Lorentz invariance follows from two independent postulates: the principle of relativity and the principle of constancy of the speed of light. Dropping the latterwhile keeping the former leads to a new invariance,known as Fock–Lorentz symmetry or the Projective Lorentz Transformation.".
- Fock–Lorentz_symmetry label "Fock–Lorentz symmetry".
- Fock–Lorentz_symmetry sameAs Fock%E2%80%93Lorentz_symmetry.
- Fock–Lorentz_symmetry sameAs Q5463893.
- Fock–Lorentz_symmetry sameAs Q5463893.
- Fock–Lorentz_symmetry wasDerivedFrom Fock–Lorentz_symmetry?oldid=569383485.