On the Combinatorial Structure of State Vectors in U(n). II. The Generalization of Hypergeometric Functions on U(n) States
Author:
Publisher
AIP Publishing
Subject
Mathematical Physics,Statistical and Nonlinear Physics
Link
http://aip.scitation.org/doi/pdf/10.1063/1.1665011
Reference4 articles.
1. Combinatorial Structure of State Vectors in Un. I. Hook Patterns for Maximal and Semimaximal States in Un
2. On the Representations of the Semisimple Lie Groups. II
3. Operators that Lower or Raise the Irreducible Vector Spaces of Un−1 Contained in an Irreducible Vector Space of Un
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1. The matrix representation of U4 in the U2×U2 basis and some isoscalar factors for Up+q ⊇Up×Uq;Journal of Mathematical Physics;1990-06
2. Two-body-operator matrix-element factorization technique in U(n)↓SNunitary bases: Raising-raising operators;Physical Review A;1989-01-01
3. Determination of basis for the irreducible representations of the unitary group for U( p+q)↓U( p)⊗U( q);Journal of Mathematical Physics;1982-07
4. Group Theoretical Techniques and the Many-Electron Problem;Advances in Quantum Chemistry;1981
5. On Gel’fand states of representations of U(n) and the Gel’fand lattice polynomials;Journal of Mathematical Physics;1980-07
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