The presence of a universal optimization rule for the classical Hamiltonian of the classical state

We show that the unification of the classical and quantum states implies that the classical state is a supersymmetric state, in which the quantum dynamics is determined by a universal optimization rule. We study the interaction of the quantum-matter field and the classical-matter field by using the differential equation for the differential pressure of the classical-matter field. This equation induces the universal optimization rule for the classical-matter coupling.