Spinors in Hilbert space
by Plymen, Roger J., ROBINSON, Paul Lee
fromCambridge tracts in mathematics
Spinors in Hilbert space
by Plymen, Roger J., Robinson, Paul L.
fromCambridge tracts in mathematics
Infinite-dimensional Clifford algebras and their Fock representations originated in the quantum physics of the free fermion field. This Tract begins with a definitive account of various Clifford algebras over a real Hilbert space. Chapter 2 contains a detailed account of creator…
"This monograph carefully documents the different formulations of Einstein's General Theory of Relativity, and gives valuable insight into the very nature of gravity. Cartan's geometry of fibre bundles and differential forms are placed at the forefront, and a detailed review of …
Carefully documenting the different formulations of general relativity, the author reveals valuable insight into the nature of the gravitational force and its interaction with matter. This book will interest graduate students and researchers in the fields of general relativity, …
"This monograph carefully documents the different formulations of Einstein's General Theory of Relativity, and gives valuable insight into the very nature of gravity. Cartan's geometry of fibre bundles and differential forms are placed at the forefront, and a detailed review of …
Aspects of differential geometry -- Metric and related formulations -- Cartan's tetrad formulation -- General relativity in 2+1 dimensions -- The "chiral" formulation of general relativity -- Chiral pure connection formulation -- Deformations of general relativity -- Perturbativ…
"This monograph carefully documents the different formulations of Einstein's General Theory of Relativity, and gives valuable insight into the very nature of gravity. Cartan's geometry of fibre bundles and differential forms are placed at the forefront, and a detailed review of …
"This monograph carefully documents the different formulations of Einstein's General Theory of Relativity, and gives valuable insight into the very nature of gravity. Cartan's geometry of fibre bundles and differential forms are placed at the forefront, and a detailed review of …