Foundations Of Quantum Chromodynamics: An Introduction to Perturbative Methods in Gauge Theories (Paperback)
暫譯: 量子色動力學基礎:規範理論中的微擾方法入門(平裝本)
Taizo Muta
- 出版商: World Scientific Pub
- 出版日期: 2010-01-01
- 售價: $2,820
- 貴賓價: 9.5 折 $2,679
- 語言: 英文
- 頁數: 409
- 裝訂: Paperback
- ISBN: 9812793542
- ISBN-13: 9789812793546
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相關分類:
量子 Quantum
海外代購書籍(需單獨結帳)
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相關主題
商品描述
This volume develops the techniques of perturbative QCD in great pedagogical detail starting with field theory. Aside from extensive treatments of the renormalization group technique, the operator product expansion formalism and their applications to short-distance reactions, this book provides a comprehensive introduction to gauge theories. Examples and exercises are provided to amplify the discussions on important topics. This is an ideal textbook on the subject of quantum chromodynamics and is essential for researchers and graduate students in high energy physics, nuclear physics and mathematical physics.
Contents
Introduction:
General Survey
Quarks and Color
Need for Asymptotic Freedom
Notation and Conventions
Elements of Quantum Chromodynamics:
Gauge Principle
Quantization
Feynman Rules
Regularization
Renormalization
Renormalization Group Method:
Renormalization Group
Renormalization Group Equations
Solution of the Renormalization Group Equations
Asymptotic Freedom
Anomalous Dimensions
Operator Product Expansion:
Operator Products
Operator-Product Expansion in Perturbation Theory
Coefficient Functions
Physical Applications:
Total Cross Section for e+e- Annihilations
Deep Inelastic Lepton-hadron Scatterings
Renormalization-scheme Dependence
Jets
Factorization and the Drell-Yan Process
Infrared Divergence:
One-loop Example
Proof of the Soft-photon Cancellation in QED
General Arguments for Infrared Cancellations
商品描述(中文翻譯)
本卷詳細介紹了擾動量子色動力學(perturbative QCD)的技術,從場論開始。除了對重整化群技術、算子乘積展開形式及其在短距離反應中的應用進行廣泛的探討外,本書還提供了對規範理論的全面介紹。書中提供了範例和練習題,以加強對重要主題的討論。這是一本理想的量子色動力學教科書,對於高能物理、核物理和數學物理的研究人員及研究生來說是必不可少的。
內容
引言:
一般概述
夸克與顏色
漸近自由的必要性
符號與約定
量子色動力學的基本元素:
規範原則
量子化
費曼規則
正則化
重整化
重整化群方法:
重整化群
重整化群方程
重整化群方程的解
漸近自由
異常維度
算子乘積展開:
算子乘積
擾動理論中的算子乘積展開
係數函數
物理應用:
e+e- 消滅的總截面
深不相容的輻射-強子散射
重整化方案依賴性
噴流
因子化與 Drell-Yan 過程
紅外發散:
一圈範例
在量子電動力學中軟光子抵消的證明
紅外抵消的一般論證
