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Basic Notions of Condensed Matter Physics is a clear introduction to some of the most significant concepts in the physics of condensed matter. The general principles of many-body physics and perturbation theory are emphasised, providing supportive mathematical structure.
Basic Notions of Condensed Matter Physics is a clear introduction to some of the most significant concepts in the physics of condensed matter. The general principles of many-body physics and perturbation theory are emphasised, providing supportive mathematical structure.
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Philip Anderson was born in 1923 in Indianapolis, Indiana. In 1949, he received his Ph.D. from Harvard University, where he studied under J.H. Van Yleck. He joined the technical staff of Bell Laboratories that same year. From 1967 to 1975 he held a part-time professorship at Cambridge University. He is currently Joseph Henry Professor of Physics emeritus at Princeton University. He has received numerous distinctions and honors, including the O.E. Buckley Prize, the John Bardeen Prize, the Dannie Heineman Prize, the National Medal of Science, and the 1977 Nobel Prize.
Inhaltsangabe
Basic principles I - broken symmetry basic principles II - adiabatic continuity and renormalization solids, quantum and otherwise uses of the idea of the renormalization group in many-body physics broken symmetry topology Bose systems quantum solids renormalization group.
Basic principles I - broken symmetry; basic principles II - adiabatic continuity and renormalization; solids, quantum and otherwise; uses of the idea of the renormalization group in many-body physics; broken symmetry; topology; Bose systems; quantum solids; renormalization group.
Basic principles I - broken symmetry basic principles II - adiabatic continuity and renormalization solids, quantum and otherwise uses of the idea of the renormalization group in many-body physics broken symmetry topology Bose systems quantum solids renormalization group.
Basic principles I - broken symmetry; basic principles II - adiabatic continuity and renormalization; solids, quantum and otherwise; uses of the idea of the renormalization group in many-body physics; broken symmetry; topology; Bose systems; quantum solids; renormalization group.
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