ASPECTS OF FORM AND GENERAL TOPOLOGY - ALPHA-SPACE ASYMPTOTIC LINEARITY THEOREM AND THE SPECTRAL SYMMETRY OF ALTERNATES

A theoretical device and a technique have been developed by which one can study, in a unifying manner, additive properties of hydrocarbons a nd the symmetric property of the spectrum of alternants. By using func tionals introduced in the approach via the aspects of form and general topology, a special version of the Asymptotic Linearity Theorem (for the study of additivity problems of the zero-point vibrational energy of hydrocarbons and the total pi-electron energy of alternants) has be en obtained in parallel with a derivation of the spectral symmetry of alternants.