Symmetry Groups in Physics 来自 ResearchGate 喜欢 0 阅读量: 45 作者:McVOY,W Kirk 摘要: This article is a résumé, intended for experimentalists and other nonspecialists who have a need to know of that part of group representation theory which is employed in the spectroscopic classification of ...
B. Julia, On infinite dimensional symmetry groups in physics, Presented at Niels Bohr Workshop on Occasion of Centennial, Copenhagen, Denmark, May 6-10, 1985B. Julia, "On Infinite Dimensional Symmetry Groups in Physics," Published in Copenhagen Bohr Symp.(1985)0215...
The most important groups in physics are the so-called point groups. Any transformation belonging to such a group retains unaltered at least one point of the system in a space; all axes and planes of symmetry of the system must thus have at least one common point of intersection. For ...
This thesis deals with Group theory and applications to particle physics, discussed in 4 parts. Part I deals with the Clebsch Gordon Programme of arbitrary simple groups; Part II with the origin of unitary symmetry in strong interactions; Part III with the application of symmetry principles, to ...
Proceedings of the international workshop on symmetry methods in physics in memory of professor Ya.A. Smorodinsky. Volume 2 Proceedings of the international workshop on symmetry methods in physics are given. Special attention is paid to quantum groups, symmetries and field theor... AN Sissakian...
This is the book I’ve been looking for all these years – a clear, concise, well-written summary, from an introductory level, of advanced (for me, at least)physicstopics connected by the common thread ofsymmetry. More specifically, the introductory presentation ofsymmetryand Lie Groups makes...
J Lepowsky,RL Wilson - 《Communications in Mathematical Physics》 被引量: 462发表: 1978年 Subgroup Growth Subgroup growth studies the distribution of subgroups of finite index in a group as a function of the index. In the last two decades this topic has develop... A Lubotzky,D Segal - ...
Therefore, it is still quite useful to characterize our perturbative description by listing the gauge groups and the subgroups into which they are broken. Now, let us assume that there are other fields present, such as the Dirac fermions, Ψi. In the symmetric notation, they must form a ...
(physical) theories based on the existence of symmetry groups, and of their progression through the notion of Inonu-Wigner contraction/extension, which may be seen as a path towards simplicity.Section 2 introduces the mathematical notions of Inonu-Wigner contraction and extension, for groups and ...
Point Groups — The Symmetry Groups of Small Molecules Arthur M. Lesk Pages 15-22 Introduction to Linear Algebra Arthur M. Lesk Pages 23-37 Group Representations and Character Tables Arthur M. Lesk Pages 39-51 Molecular Vibrations Arthur M. Lesk Pages 53-64 Electronic Structur...