Dynamical Groups and Spectrum Generating Algebras, כרך 1World Scientific, 1988 - 1138 עמודים This book contains comprehensive reviews and reprints on dynamical groups, spectrum generating algebras and spectrum supersymmetries, and their applications in atomic and molecular physics, nuclear physics, particle physics, and condensed matter physics. It is an important source for researchers as well as students who are doing courses on Quantum Mechanics and Advanced Quantum Mechanics. |
תוכן
Volume 1 | 578 |
Dynamical symmetries in collective nuclear structure physics 209 | 611 |
Spectrumgenerating superalgebras 339 | 670 |
Infinite multiplets 437 | 712 |
Part B Reprints | 803 |
On the theory of the hydrogen atom 400 | 828 |
Dynamical symmetry of the magnetic monopole 505 | 1041 |
מהדורות אחרות - הצג הכל
מונחים וביטויים נפוצים
angular momentum arbitrary B₁ Barut boson canonical Casimir operator classical commutation relations components constraint construction coordinates corresponding covariant defined dimensional dimensions Dirac brackets dual models dynamical symmetry e₁ eigenvalues energy equations of motion fermionic field function gauge given hadrons Hamiltonian Hermitian Hilbert space Iachello integer intrinsic invariant irreducible representations j₁ Kac-Moody Kac-Moody algebras Lagrangian lattices Lett Lie algebra Lorentz Majorana representation mass Math matrix elements momenta multiplets Ne'eman nonrelativistic Nucl nuclei obtained oscillator parameters particle Phys physical Poincaré group Poisson brackets properties quantization quantum mechanics quantum numbers Regge relativistic relativistic rotator representation space resonances satisfy Šijački spectrum SPHERICAL TOP spin spinor string strong interactions structure subgroup superstring supersymmetry T₁ tensor theoretical theory tion trajectory transformation transition unirreps unitary values variables Virasoro Algebras zero Zitterbewegung μν