Irreducible Tensor Expansion of Solid Spherical Harmonic-Type Operators in Quantum Mechanics

DOI10.1063/1.1704118zbMath0125.21606OpenAlexW2063644988MaRDI QIDQ5330176

Ying-Nan Chiu

Publication date: 1964

Published in: Journal of Mathematical Physics (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1063/1.1704118

zbMATH Keywords

quantum theory

Related Items

On the addition theorems for solid spherical harmonics, On the recurrence relations, summations, and integrations of finite rotation matrix elements, A simple derivation of the addition theorems of the irregular solid harmonics, the Helmholtz harmonics, and the modified Helmholtz harmonics, Unified Treatment of Diatomic Electron Interaction Integrals over Slater-type Atomic Orbitals, Prolate-Spheroidal Expansions of the Spin-Orbit, Spin-Spin, and Orbit-Orbit Operators, Three-Dimensional Addition Theorem for Arbitrary Functions Involving Expansions in Spherical Harmonics, Addition theorems for B functions and other exponentially declining functions, Special Functions and the Complex Euclidean Group in 3-Space. III, Expansions in Spherical Harmonics. IV. Integral Form of the Radial Dependence

Cites Work

• The Electrostatic Interaction of Two Arbitrary Charge Distributions
• Symmetric Expansion of One- and Two-Center Coulomb Potentials
• Bipolar Expansion of Coulombic Potentials
• Bipolar Expansion of Coulombic Potentials. Addenda