CP Violation

الغلاف الأمامي
Clarendon Press, 1999 - 511 من الصفحات
This is an open access title. It is made available under a Creative Commons Attribution-Non Commercial-No Derivatives 4.0 International licence. It is available to read and download as a PDF version on the Oxford Academic platform.

The violation of charge-conjugation and parity symmetries is a leading area of research in particle and nuclear physics, with important implications for understanding the generation of matter in the universe. CP violation occurs during the decay of the elementary particles known as kaons and the process remains little understood. This book provides a self-contained introduction to CP violation. It outlines the underlying theory and related experiments, and its systematic approach is designed to bring beginning researchers to the forefront of the field.

 

المحتوى

The meaning of the discrete symmetries
3
1
10
3
36
6
46
3
52
mixing
60
7
76
The neutralkaon system
84
Models with vectorlike quarks
276
52
288
Massive neutrinos and CP violation in the leptonic
293
The leftrightsymmetric model
310
The strong CP problem
329
Introduction
347
Some experimental issues
358
The mixing parameters
366

76
100
4
113
Experimental status of BºB⁰ mixing
135
11 Gauge structure of the standard model
145
The fermions in the standard model
154
Fundamental properties of the CKM matrix
161
Weakbasis invariants and CP violation
171
15 Moduli of the CKM matrix elements
180
Parametrizations of the CKM matrix
187
Mixing in the BoBo systems
207
19 Κι πουν
215
20 Effective Hamiltonians
222
21
230
MultiHiggsdoublet models
239
Spontaneous CP violation
260
diagrammatics
374
effective Hamiltonian
392
CKM phases and interference CP violation
398
Cascade decays
409
Some methods to extract a
421
Some methods to extract y
432
Extracting CKM phases with Bo decays
447
38 Discrete ambiguities
454
B Effective Hamiltonian for AS 2 processes
463
The vacuuminsertion approximation in KºK⁰ mix
469
The effective Hamiltonian for K₁ Ãvù
476
E DºD⁰ mixing
480
Index
503
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