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Relativistic Quantum Mechanics and Wave
Theory of Gravitation
Projective Wave Geometry Vol 6 1936
13 other sections not shown
arbitrary functions assumption atom becomes as follows bivector coefficients of connection complete integrability condition of integrability consider constant coordinates corresponds covariant vector curvature tensor deduced defined determined differential equation Dirac equation Einstein's theory electromagnetic electron elementary particle equation for ty Euclidean expressed field equation following equations functions of x's fundamental equation gauge transformation Geometry and Theoretical given gravitational law gravitational wave Hence Hirosima University identically independent solutions invariant Iwatsuki Journal lemma linear matrix microscopic gravitational microscopic space Mimura Morinaga Multiplying Note nucleus null obtained operator orthogonal paper parallel displacement physical phenomena principle problem was discussed quantum mechanics rank respectively result Riemannian rotations S-transformation satisfying the relation sedenion Seminar of Geometry Sibata Similarly sinh Sitter's solve space-time due special Seminar spin transformations spinor Substituting symmetric theorem Theoretical Physics tion unified field theory values vanish vector space wave geometry Weyl