Title:
The beauty of mathematics in science : the intellectual path of J Q Chen
Publication Information:
Singapore : World Scientific, 2004
ISBN:
9789812382368
Added Author:
Available:*
Library | Item Barcode | Call Number | Material Type | Item Category 1 | Status |
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Searching... | 30000004710665 | QC20.7.G76 B42 2004 | Open Access Book | Book | Searching... |
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Summary
Summary
This book is a tribute to the life and work of J Q Chen. The contributions of Chen to nuclear and molecular physics are discussed vis- -vis present developments in these fields. Among other subjects, the present status of microscopic theories of the interacting boson model in nuclear physics and the theory of symmetry adaptation of molecular vibrations in molecular physics are reviewed. The latter theory is particularly useful for large molecular species such as fullerenes, where icosahedral symmetry plays a fundamental role.
Table of Contents
Foreword | p. ix |
Preface | p. xiii |
1 A Conceptual Review of the New Approach to Group Representation Theory | p. 1 |
2 The Interacting Boson Model | p. 9 |
3 Structure of Nuclei Near the First Order Spherical-Deformed Phase Transition in the Interacting Boson Model | p. 25 |
4 Dynamical Symmetry Approach to Collective Motions in Many-Body Systems | p. 37 |
5 Fermion Dynamical Symmetries and High Temperature Superconductors | p. 67 |
6 The Nucleon-Pair Shell Model Truncated to the SD Subspace for Even-Even Nuclei | p. 87 |
7 Quantum Mechanics on a Sphere | p. 107 |
8 The Method of Symmetrized Bosons | p. 115 |
9 The Perturbed Dirac-Coulomb Problem via SO(2,1) Algebra. A Dilemma! | p. 125 |
10 Continuous Groups and Molecular Electronic Structure | p. 137 |
11 The Irreducible Tensor Bases of Simple Lie Algebras | p. 157 |
12 Irreducible Bases in Icosahedral Group Space and Their Application | p. 179 |
13 Induction and Subduction Coefficients of Hecke and Coupling and Re-Coupling Coefficients of U[subscript Q] (N) | p. 195 |
14 Algebraic Solutions for Point Groups | p. 215 |
15 Physical Method of Group Representation Theory. I. A New Approach to Theory of Finite-Group Representations | p. 235 |
16 Physical Method of Group Representation Theory. I. A New Approach to Theory of Finite-Group Representations (in Chinese) | p. 249 |
17 Publications of Jin-Quan Chen | p. 259 |