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Group Theory for the Standard Model of Particle Physics and Beyond

Group Theory for the Standard Model of Particle Physics and Beyond (Hardcover)

Ken J. Barnes (지은이)
Taylor & Francis
221,600원

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Group Theory for the Standard Model of Particle Physics and Beyond
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책 정보

· 제목 : Group Theory for the Standard Model of Particle Physics and Beyond (Hardcover) 
· 분류 : 외국도서 > 경제경영 > 무역
· ISBN : 9781420078749
· 쪽수 : 256쪽
· 출판일 : 2010-03-16

목차

Symmetries and Conservation Laws

Lagrangian and Hamiltonian Mechanics

Quantum Mechanics

Coupled Oscillators: Normal Modes

One-Dimensional Fields: Waves

The Final Step: Lagrange?Hamilton Quantum Field Theory

Quantum Angular Momentum

Index Notation

Quantum Angular Momentum

Result

Matrix Representations

Spin 1/2

Addition of Angular Momenta

Clebsch?Gordan Coefficients

Matrix Representation of Direct (Outer, Kronecker) Products

Change of Basis

Tensors and Tensor Operators

Scalars

Scalar Fields

Invariant Functions

Contravariant Vectors (t →index at top)

Covariant Vectors (Co = Goes Below)

Notes

Tensors

Rotations

Vector Fields

Tensor Operators

Connection with Quantum Mechanics

Specification of Rotations

Transformation of Scalar Wave Functions

Finite Angle Rotations

Consistency with the Angular Momentum Commutation Rules

Rotation of Spinor Wave Function

Orbital Angular Momentum (x × p)

The Spinors Revisited

Dimensions of Projected Spaces

Connection between the "Mixed Spinor" and the Adjoint (Regular) Representation

Finite Angle Rotation of SO(3) Vector

Special Relativity and the Physical Particle States

The Dirac Equation

The Clifford Algebra: Properties of γ Matrices

Structure of the Clifford Algebra and Representation

Lorentz Covariance of the Dirac Equation

The Adjoint

The Nonrelativistic Limit

Poincare Group: Inhomogeneous Lorentz Group

Homogeneous (Later Restricted) Lorentz Group

Poincare Algebra

The Casimir Operators and the States

Internal Symmetries

Lie Group Techniques for the Standard Model Lie Groups

Roots and Weights

Simple Roots

The Cartan Matrix

Finding All the Roots

Fundamental Weights

The Weyl Group

Young Tableaux

Raising the Indices

The Classification Theorem (Dynkin)

Result

Coincidences

Noether’s Theorem and Gauge Theories of the First and Second Kinds

Basic Couplings of the Electromagnetic, Weak, and Strong Interactions

Spontaneous Symmetry Breaking and the Unification of the Electromagnetic and Weak Forces

The Goldstone Theorem and the Consequent Emergence on Nonlinear Transforming Massless Goldstone Bosons

The Higgs Mechanism and the Emergence of Mass from Spontaneously Broken Symmetries

Lie Group Techniques for beyond the Standard Model Lie Groups

The Simple Sphere

Beyond the Standard Model

Massive Case

Massless Case

Projection Operators

Weyl Spinors and Representation

Charge Conjugation and Majorana Spinor

A Notational Trick

SL(2, C) View

Unitary Representations

Supersymmetry: A First Look at the Simplest (N = 1) Case

Massive Representations

Massless Representations

Superspace

Three Dimensional Euclidean Space (Revisited)

Covariant Derivative Operators from Right Action

Superfields

Supertransformations

The Chiral Scalar Multiplet

Superspace Methods

Covariant Definition of Component Fields

Supercharges Revisited

Invariants and Lagrangians

Superpotential

References and Problems appear at the end of each chapter.

저자소개

Ken J. Barnes (지은이)    정보 더보기
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