By David Bleecker
Special and self-contained, this article supplementations its rigor with intuitive principles and is aimed at starting graduate scholars and complicated undergraduates. subject matters contain imperative fiber bundles and connections; curvature; particle fields, Lagrangians, and gauge invariance; inhomogeneous box equations; unfastened Dirac electron fields; calculus on body package deal; and unification of gauge fields and gravitation. 1981 variation>
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Additional resources for Gauge theory and variational principles
In particular, I acknowledge an expert reviewer in the field of quantum gravity who made authoritative and decisive judgment on the central theme of this book. Special thanks go to Development Editor Joel Gamon at IGI Global for his effective and timely double-blind review and decision process. I acknowledge all my co-authors of published or accepted article(s) in more than 20 years for their contributions in different aspects related to the chapters of this monograph. In particular, I acknowledge Professor Anand K.
The two systems do not directly contradict each other; but they seem little adapted to fusion into one unified theory (Einstein, 1940). Einstein unequivocally stated: “For the time being we have to admit that we do not possess any general theoretical basis for physics which can be regarded as its logical foundation” (Einstein, 1940). Clearly, after inventing his most celebrated general theory of relativity, Einstein believed that: 1. Logical axiomatization of physics is possible. 2. The grand unification of general relativity and quantum mechanics needs a new logical foundation transcending spacetime relativity and quantum theory.
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