A new method of constructing symmetry-adapted linear combinations for a finite group: I. Salc's of equivalent invariant functions

Abstract

A theory of representation for a finite group G has been presented based on the basis functions defined on a set of equivalent points S( n ) with respect to the symmetry operations of G. The general expressions are given for the symmetry-adapted linear combinations of equivalent invariant functions and the σ-bonding hybrid atomic orbitals.