Symmetry of Polycentric Systems
The Polycentric Tensor Algebra for Molecules
Symmetry of Polycentric Systems
The Polycentric Tensor Algebra for Molecules
Summary of the Wigner-Racah algebra of non-simply-reducible point groups with non-ambivalent classes
Representations induced by polyhedral edgesBicentric matrices
The matrix elements of s.-a. molecular orbitals
Polyhedral coefficients referring to edges
Triangular coefficients
Triangular invariants
Symmetry-adapted geminals and densities
Pseudo-tetrahedral coefficients
Two-particle interaction
Complete bases of irreducible representations
Transformation properties and structure of the multi-centre integrals
Multi-centre integrals and molecular symmetry
Ab initio determination of the polycentric invariants
Wolfsberg-Helmholtz and Mulliken approximations
Floating orbitals
Overlap- and structural matrices, orthonormalization
Many-electron systems
Sketch of the VB picture
Prospect of crystals
Case study: Tetrahedral structures
Case study: Matrix elements.
Fieck, G.
| ISBN | 978-3-540-11589-2 |
|---|---|
| Article number | 9783540115892 |
| Media type | Book |
| Edition number | 1982 |
| Copyright year | 1982 |
| Publisher | Springer, Berlin |
| Length | VI, 140 pages |
| Illustrations | VI, 140 p. 2 illus. |
| Language | English |
