The Mathematical Theory of Relativity |
Contents
PAGE | 1 |
SECTION CHAPTER I | 8 |
Indeterminateness of the spacetime frame | 9 |
Copyright | |
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3-index symbols Accordingly antisymmetrical antisymmetrical tensor atoms axes becomes clock coefficients components condition conservation consider constant contravariant vector coordinate-system corresponding covariant derivative covariant differentiation covariant vector curvature density differentiation dimensions ds ds ds² dummy suffixes dx dx dx² electromagnetic field electron empty space energy energy-tensor equations expression field of force formulae four-dimensional G₁ Galilean coordinates Gaussian curvature generalised geodesic geometry gives gravitational field Hamiltonian Hence integral interval invariant invariant mass law of gravitation length Lorentz transformation mass matter measure measure-numbers momentum motion Newtonian observer obtain particle perihelion physical quantities quadric radius recognised rectangular coordinates region relative result Riemann-Christoffel tensor rotating sin² Sitter's solution space-time symmetrical system of coordinates tensor-density theory transformation values vanish velocity of light θα θαμ θαν μα με μν дох думи дх дха дхв дхо