Results 261 to 270 of about 6,778,249 (313)
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Spinor Theory and Relativity. II
American Journal of Physics, 1955The various kinds of second-rank spinors are defined; geometric representations are given for two special cases; and the applications of spinor theory to relativistic quantum mechanics and to electromagnetic theory are studied.
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Soviet Physics Journal, 1980
The possible manifestation of Finslerian metrical properties of space-time in the kinematics and dynamics of locally nontest particles is studied.
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The possible manifestation of Finslerian metrical properties of space-time in the kinematics and dynamics of locally nontest particles is studied.
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Russian Mathematical Surveys, 1982
THE SOLVABILITY OF MIXED PROBLEMS FOR HYPERBOLIC AND PARABOLIC EQUATIONS V A Il'in CONVEX SETS IN RIEMANNIAN SPACES OF NON-NEGATIVE CURVATURE Yu D Burago and V A Zalgaller Two decades of fuzzy topology: basic ideas, notions, and results A P Shostak Singularities of systems of rays Vladimir I Arnol'd NONCOMPACT SEMISIMPLE LIE GROUPS A I Sirota and A S ...
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THE SOLVABILITY OF MIXED PROBLEMS FOR HYPERBOLIC AND PARABOLIC EQUATIONS V A Il'in CONVEX SETS IN RIEMANNIAN SPACES OF NON-NEGATIVE CURVATURE Yu D Burago and V A Zalgaller Two decades of fuzzy topology: basic ideas, notions, and results A P Shostak Singularities of systems of rays Vladimir I Arnol'd NONCOMPACT SEMISIMPLE LIE GROUPS A I Sirota and A S ...
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Relativity Theory and Quantum Theory
2005Abstract In all the history of physics, there has never been a period of transition as abrupt, as unanticipated, and over as wide a front as the decade 1895 to 1905. In rapid succession the experimental discoveries of X-rays (1895), the Zeeman effect (1896), radioactivity (1896), the electron (1897), and the extension of infrared ...
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1966
We define a collapsing or trivialization procedure for bundles over X which yields a bundle over X / A for a closed subset A of X. With this construction we are able to give alternative descriptions of \(K(X,A) = \tilde K(X/A).\). For a finite CW-pair (X, A) we can define an exact sequence K(A) ← K(X) ← K(X, A) ← K(S(A)) ← K(S(X)), using an appropriate
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We define a collapsing or trivialization procedure for bundles over X which yields a bundle over X / A for a closed subset A of X. With this construction we are able to give alternative descriptions of \(K(X,A) = \tilde K(X/A).\). For a finite CW-pair (X, A) we can define an exact sequence K(A) ← K(X) ← K(X, A) ← K(S(A)) ← K(S(X)), using an appropriate
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International Journal of Theoretical Physics, 1986
In a recent paper [Lett. Nuovo Cim. 41, 551-558 (1984)] the author presented his ''rotational relativity theory'', which is based on the constancy of the spin of the photon (in an analogous way as the special theory of relativity is based on the constancy of the speed of light).
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In a recent paper [Lett. Nuovo Cim. 41, 551-558 (1984)] the author presented his ''rotational relativity theory'', which is based on the constancy of the spin of the photon (in an analogous way as the special theory of relativity is based on the constancy of the speed of light).
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Theory of Relativity of Theories
This article develops a unifying framework for relating formal theories across logic and computation by combining categorical semantics with order-theoretic structure. We organize proof systems and models through polarity (Galois connections/adjunctions) and residuation, and study the role of lax/oplax morphisms in transporting theorems between ...openaire +1 more source
Explanation, Geometry, and Conspiracy in Relativity Theory
, 2018James Read
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