## The general field theory of Schouten and Van Dantzig |

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A. C. Chatterji additional terms bivector Changing the dummy Christoffel symbols contravariant point Covariant differentiation covariant point covariant vector current vector D.Sc Dantzig theory defined denote Dirac equation dummy suffix dx1 dx2 dx3 dxx dx Einstein's general relativity electromagnetic potential employing five homogeneous Euler's theorem excess zero F acquire field equations find a geometry five homogeneous coordinates functions of degree geometry employing five gives Maxwell's equations gravitational phenomena Hence homogeneous functions hyperplane at infinity hypersphere Ident1t1es identified Identities between field-equations impose the condition introduce left side Lucknow University magnetic metric N. G. Shabde numbers point of contact point of degree point of weight projective geometry employing projective relativity projective theory projector acquires Riemannian geometry Sahni second lecture space space-time spot tangent-space theory of relativity THEORY OF SCHOUTEN transformation true affinor correspond variation Principle variational equation VP ft weight zero