Structural analysis of certain linear operators representing chemical network systems via the existence and uniqueness theorems of spectral resolution. II

The methodology and theoretical framework of Part I of this series of articles have been further developed to the setting of the Banach algebra B(B) of all bounded operators acting on a Banach space B. Using the above setting B(B), certain dynamical systems of chemical kinetic equations are illustrated in conjunction with Part I and with the analysis of more general systems, some of which will be made in Part III of this series of articles. The main theorem and its auxiliary theorem in the present article elucidate in a unifying manner the structure and the underlying pattern of the spectral symmetry of linear operators (acting on Banach spaces and Hilbert spaces) that are investigated in each of the research fields of dynamical systems and quantum chemistry involving the spectral symmetry of alternant, hydrocarbons. 24 refs