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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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THE MÖSSBAUER EFFECT AND THE THEORY OF RELATIVITY
Soviet Physics Uspekhi, 1963Starting from the autumn of 1959, possibilities of a check of the general theory of relativity by means of the Mossbauer effect have been discussed in the literature /1, 2/. The experiments of Pound and others /3, 4, 5/ have demonstrated that one can observe the influence of a gravitational field on the frequency of a photon under laboratory conditions
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Is the Special Theory of Relativity Wrong ?: The Special Theory of Relativity
Nature, 1968Since the publication of Professor Dingle's article (Nature, 216, 119; 1967), arguing that the special theory of relativity is incorrect, several comments on this issue have been received, and we propose in the next few months to publish a selection of these.
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RELATIVE-SAMENESS COUNTERPART THEORY
The Review of Symbolic Logic, 2008Just as set theory can be divorced from Ernst Zermelo's original axiomatization of it, counterpart theory can be divorced from the eight postulates that were originally stipulated by David Lewis (1968, p. 114) to constitute it. These were postulates governing some of the properties and relations holding among possible worlds and their inhabitants.
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K-Theory, 1992
When \(F\) is a field the Milnor \(K\)-groups, \(K^ M_ n(F)\), are defined as the graded algebra on \(F^*\) divided by the two-sided ideal generated by elements \(a\otimes (1-a)\). There is a natural map between Milnor and Quillen \(K\)-theory, \(s_ p: K^ M_ p(F)\to K_ p(F)\). It is shown by \textit{A. A. Suslin} [Lect. Notes Math. 1046, 357-375 (1984;
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When \(F\) is a field the Milnor \(K\)-groups, \(K^ M_ n(F)\), are defined as the graded algebra on \(F^*\) divided by the two-sided ideal generated by elements \(a\otimes (1-a)\). There is a natural map between Milnor and Quillen \(K\)-theory, \(s_ p: K^ M_ p(F)\to K_ p(F)\). It is shown by \textit{A. A. Suslin} [Lect. Notes Math. 1046, 357-375 (1984;
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Why Special Relativity is a Problem for the A-Theory
Philosophical Quarterly, 2020Jason Turner
exaly