Changing algebras in low energy biologic relational processes

Finite distributive lattices belonging to different varieties of pseudo-Boolean algebras have identified normal biological processes in terms of their qualitative relationships. When the normal processes evolve or deviate, the H₅ equational variety is produced as an algebra satisfying an intermediate step. Propositions concern about the study of the H₅ equational variety in the sense of getting the conditions of how to arrive to it and also which are the lattices belonging to the H₅ equational variety which evolve to a nonmodular algebra when the dual Heyting arrow operation is applied.