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Particle Physics

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Particle Accelerators[4]

Review of Particle Physics
Author:   Language:
This biennial Review summarizes much of particle physics. Using data from previous editions, plus 2633 new measurements from 689 papers, we list, evaluate, and average measured properties of gauge b . . . . .
A Simple Introduction to Particle Physics Part II
Author: Matthew B. Robinson, Tibra Ali, Gerald B. Cleaver  Language:
This is the second in a series of papers intended to provide a basic overview of some of the major ideas in particle physics. Part I [arXiv:0810.3328] was primarily an algebraic exposition of gauge th . . . . .
Particules Elementaires
Author: Aurelio Bay  Language:
Contents: introduction; relativité et mecanique quantique; les proprietiés der particules; symétries et lois de counservation; l'interaction electromagnétique; partons et quarks; l'interaction faible; . . . . .
Physique des particules
Author: Prof. Luc Marleau, Ph. D.  Language:
Physique des particules Cet ouvrage contient l'essentiel du matériel couvert dans le cadre du cours de Physique des particules (PHY-10518) offert aux étudiants de dernière année du B.Sc. au Département de physique de l'U . . . . .
Elementary Particle Physics
Author: Paolo Franzini  Language:
Contents: Introduction; Order of Magnitude Calculations; Reaction rates and Cross Section; The Electromagnetic Interaction; e e−→Hadrons, R, Color etc; The Weak Interaction. I; STRANGENESS . . . . .
Lessons in Particle Physics
Author: Luis Anchordoqui, Francis Halzen  Language:
Lecture notes for a course in elementary particles.
A Simple Introduction to Particle Physics
Author: Matthew Robinson, Karen Bland, Gerald Cleaver and Jay Dittmann   Language:
I am pleased to be able to present a set of pre-published particle physics books, authored by my Baylor colleagues, on OPEN TEXT. The texts are called “A Simple Introduction to Particle Physics” Parts . . . . .
Introduction to Groups, Invariants & Particles
Author: Frank W. K. Firk,  Language:
Introduction to Groups, Invariants & Particles Introduction to Groups, Invariants & Particles is a book for Seniors and advanced Juniors who are majoring in the Physical Sciences or Mathematics. The book places the subject matter in its historical . . . . .
A Simple Introduction to Particle Physics
Author: M. Robinson, K. Bland, G. Cleaver, J. Dittmann  Language:
This is the first of a series of papers in which we present a brief introduction to the relevant mathematical and physical ideas that form the foundation of Particle Physics, including Group Theory, R . . . . .
Particle Physics
Author: Eugene Kennedy  Language:
Particle Physics Stimulated by the Large Hadron Collider and the search for the elusive Higgs Boson, interest in particle physics continues at a high level among scientists and the general public. This book includes t . . . . .
New particle physics (in French)
Author: ulien Welzel, David Gherson, John Ellis  Language:
The first chapter treats the Standard Model of particle physics and electroweak symmetry breaking. Low-energy supersymmetry and its phenomenology at future colliders are discussed in the second chapte . . . . .
What's (the) Matter?, A Show on Elementary Particle Physics.
Author: Herbi K. Dreiner et al.  Language:
We present the screenplay of a physics show on particle physics, by the Physikshow of Bonn University. The show is addressed at non-physicists aged 14 and communicates basic concepts of elementar . . . . .
Neutrino physics overview
Author: J. W. F. Valle  Language:
Seesaw-type and low-scale models of neutrino masses are reviewed, along with the corresponding structure of the lepton mixing matrix. The status of neutrino oscillation parameters as of June 2006 is . . . . .
The Physics of Neutrinos
Author: Renata Zukanovich Funchal, Benoit Schmauch, Gaëlle Giesen  Language:
These lecture notes are based on a course given at Institut de Physique Th\'eorique of CEA/Saclay in January/February 2013.
A Brief Introduction to Particle Interactions
Author: Ali H. Chamseddine  Language:
I give a brief introduction to particle interactions based on representations of Poincare Lie algebra. This is later generalized to interactions based on representations of the supersymmetry Lie algeb . . . . .

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