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- W3147447265 abstract "Conditions under which quantum mechanics can be made compatible with the curved space-time of gravitation theories is investigated. A postulate is imposed in the form v - e~ where v is the kinematical Hamilton-Jacobi (geometric optic limit) velocity and vg is the group velocity of the waves. This imposes a severe condition on the possible coordinates in which the Schr~Sdinger form (the coordinate realization) of quantum mechanics can be set up for purposes of calculating observable effects. Some such effects are calculated for a class of theories and are compared with experiments. Today, as we prepare to celebrate the eightieth birthday of Professor Dirac, we also look back on fifty-five years of the glorious work he has done in diverse fields of physics: quantum mechanics, quantum statistics, theory of radiation, electron theory, quantum electrodynamics, cosmology, and gravitation. During a stay at the Institute for Advanced Study, Professor Dirac enjoyed cutting Oppenheimer's trees and taking long walks. I accompanied him on many of his excursions and we had frequent discussions on physics, biology, evolution, cosmology, and how to solve intricate puzzles. The following work is dedicated to Professor Dirac and the indelible memories of his kindness. My subject is the relationship between quantum mechanics and gravity. The work is based on a revision of Einstein's theory such that the right-hand side of the field equations contains, beside the usual matter term, the stress-energy of the gravitational field itself. Interestingly, the presence of" @default.
- W3147447265 created "2021-04-13" @default.
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- W3147447265 date "1982-01-01" @default.
- W3147447265 modified "2023-09-27" @default.
- W3147447265 title "Relativity and Quantum Mechanics I" @default.
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