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Item Details
Title:
THE INTERACTING BOSON-FERMION MODEL
By:
F. Iachello, P. Isacker, P. V. Landshoff
Format:
Hardback
List price:
£127.00
Our price:
£111.13
Discount:
12.5
% off
You save:
£15.87
ISBN 10:
0521380928
ISBN 13:
9780521380928
Availability:
Usually dispatched within 1-3 weeks.
Delivery rates
Stock:
Currently
0
available
Publisher:
CAMBRIDGE UNIVERSITY PRESS
Pub. date:
30 August, 1991
Series:
Cambridge Monographs on Mathematical Physics
Pages:
328
Description:
The first comprehensive treatment of the subject.
Synopsis:
The interacting boson-fermion model has become in recent years the standard model for the description of atomic nuclei with an odd number of protons and/or neutrons. This book describes the mathematical framework on which the interacting boson-fermion model is built and presents applications to a variety of situations encountered in nuclei. The book addresses both the analytical and the numerical aspects of the problem. The analytical aspect requires the introduction of rather complex group theoretic methods, including the use of graded (or super) Lie algebras. The first (and so far only) example of supersymmetry occurring in nature is also discussed. The book is the first comprehensive treatment of the subject and will appeal to both theoretical and experimental physicists. The large number of explicit formulas for level energies, electromagnetic transition rates and intensities of transfer reactions presented in the book provide a simple but detailed way to analyse experimental data. This book can also be used as a textbook for advanced graduate students.
Illustrations:
line diagrams, tables
Publication:
UK
Imprint:
Cambridge University Press
Returns:
Returnable
Some other items by this author:
ADVANCED GENERAL RELATIVITY (PB)
AFFINE LIE ALGEBRAS AND QUANTUM GROUPS (PB)
ALGEBRAIC THEORY OF MOLECULES (HB)
ANALYTIC S-MATRIX (HB)
BEAUTY OF MATHEMATICS IN SCIENCE, THE: THE INTELLECTUAL PATH OF J Q CHEN (HB)
CLASSICAL COVARIANT FIELDS (PB)
D-BRANES (PB)
DIFFERENTIAL GEOMETRY, GAUGE THEORIES, AND GRAVITY (PB)
FINITE-TEMPERATURE FIELD THEORY (HB)
FUNCTIONAL INTEGRALS AND COLLECTIVE EXCITATIONS (PB)
FUNCTIONAL INTEGRATION (HB)
GAUGE FIELD THEORIES (PB)
GRAVITATIONAL PHYSICS OF STELLAR AND GALACTIC SYSTEMS (PB)
GRAVITATIONAL SOLITONS (PB)
GROUP STRUCTURE OF GAUGE THEORIES (PB)
HAMILTONIAN SYSTEMS (PB)
INTERACTING BOSE-FERMI SYSTEMS IN NUCLEI (PB)
INTERACTING BOSONS IN NUCLEAR PHYSICS (PB)
INTRODUCTION TO SUPERSYMMETRY (PB)
KINETIC THEORY IN THE EXPANDING UNIVERSE (HB)
KINETIC THEORY IN THE EXPANDING UNIVERSE (PB)
LIQUID METALS (HB)
LIQUID METALS (PB)
METHODS OF CONTEMPORARY GAUGE THEORY (PB)
MOONSHINE BEYOND THE MONSTER (HB)
NUCLEAR STRUCTURE FAR FROM STABILITY (HB)
OSCILLATIONS IN FINITE QUANTUM SYSTEMS (HB)
OSCILLATIONS IN FINITE QUANTUM SYSTEMS (PB)
PATH INTEGRAL METHODS IN QUANTUM FIELD THEORY (PB)
PATH INTEGRALS AND ANOMALIES IN CURVED SPACE (HB)
QUANTUM FIELDS IN CURVED SPACE (PB)
QUANTUM GRAVITY IN 2+1 DIMENSIONS (PB)
QUARKS, GLUONS AND LATTICES (PB)
RELATIVISTIC FLUIDS AND MAGNETO-FLUIDS (HB)
RELATIVISTIC FLUIDS AND MAGNETO-FLUIDS (PB)
RELATIVITY ON CURVED MANIFOLDS (PB)
RENORMALIZATION (PB)
SIMPLE QUANTUM PHYSICS (HB)
SIMPLE QUANTUM PHYSICS (PB)
SPINORS AND SPACE-TIME: VOLUME 1, TWO-SPINOR CALCULUS AND RELATIVISTIC FIELDS (PB)
STATISTICAL FIELD THEORY: VOLUME 1, FROM BROWNIAN MOTION TO RENORMALIZATION AND LATTICE GAUGE THEORY (PB)
STATISTICAL FIELD THEORY: VOLUME 2, STRONG COUPLING, MONTE CARLO METHODS, CONFORMAL FIELD THEORY AND RANDOM SYSTEMS (PB)
STRING THEORY: VOLUME 1, AN INTRODUCTION TO THE BOSONIC STRING (PB)
SUPERMANIFOLDS (PB)
SUPERSYMMETRIC QUANTUM COSMOLOGY (PB)
SYMMETRIES IN ATOMIC NUCLEI (HB)
SYMMETRIES, LIE ALGEBRAS AND REPRESENTATIONS (PB)
THE ANALYTIC S-MATRIX (PB)
THE INTERACTING BOSON MODEL
THE INTERACTING BOSON MODEL (HB)
THE INTERACTING BOSON MODEL (PB)
THE INTERACTING BOSON-FERMION MODEL
THE INTERACTING BOSON-FERMION MODEL (PB)
THE LARGE SCALE STRUCTURE OF SPACE-TIME (PB)
THE STRUCTURE OF THE PROTON (PB)
THERMAL FIELD THEORY (PB)
TOPOLOGICAL SOLITONS (HB)
TWISTOR GEOMETRY AND FIELD THEORY (PB)
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