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Symmetries, Fields and Particles by N. Dorey, ed. Dexter Chua is a nonfiction available to read on EtoBox.

What is Symmetries, Fields and Particles about?

Introduction Lie groups Definitions Matrix Lie groups Properties of Lie groups Lie algebras Lie algebras Differentiation Lie algebras from Lie groups The exponential map Representations of Lie algebras Representations of Lie groups and algebras Complexification and correspondence of representations Representations of su(2) New representations from old Decomposition of tensor product of su(2) representations Cartan classification The Killing form The Cartan basis Things are real A real subalgebra Simple roots The classification Reconstruction Representation of Lie algebras Weights Root and weight lattices Classification of representations Decomposition of tensor products Gauge theories Electromagnetism and U(1) gauge symmetry General case Lie groups in nature Spacetime symmetry Possible extensions Internal symmetries and the eightfold way Index

Who reads Symmetries, Fields and Particles?

Author

N. Dorey, ed. Dexter Chua

Publisher

University of Cambridge

Published

2016

Language

EN

Category

nonfiction

Subjects

Mathematics, Mathematical Physics, Stem