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Introduction to Physics For Mathematicians

Introduction to Physics For Mathematicians

Introduction to Physics For Mathematicians

This PDF covers the following topics related to Introductory Physics : Classical mechanics, Conservation laws, Poisson structures, Observables and states, Operators in Hilbert space, Canonical quantization, Harmonic oscillator, Central potential,The Schr¨odinger representation, Abelian varieties and theta functions, Fibre G-bundles, Gauge fields, Klein-Gordon equation, Yang-Mills equations, Spinors, The Dirac equation, Quantization of free fields, Path integrals, Feynman diagrams, Quantization of Yang-Mills fields.

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s291 Pages
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