THE SCALAR PARTICLES IN CASIMIR VACUUM STATE OF THE RELATIVISTIC QUANTUM FIELD SYSTEM IN LIVING CELLS

摘要

The mathematical description of the Casimir world is based on the fine play between the continuity and the discrete. The discrete is more remarkable than the continuity things in this case as any one wave quantum field Casimir vacuum state defined onthe involutes algebraic entities so that the quantum wave functional, i.e. the ground state, is non positive as remembers of the Hilbert space with indefinite metric and can be consider as a solution of the Schrodinger functional equation with impulse effect. The discrete things can be singularities, bifurcations and destroyed scaling behavior of the relativistic scalar quantum field system and his Casimir ground state in living cells as global properties of the quantum vacuum state interacting with external classical field modelled in our case by boundary conditions. The classical field theory is a theory of the continuity also describes the principle of the shot-range interaction in the nature. The twenty century has given the quantum field theory that is the theory of the discrete world of the quantum entities. The global effects from the quantum field theory by the interactions of the elementary particle are the studying of the phenomenon of structure of the elementary particle hadrons by deep inelastic scattering and a vacuums structure of every one quantum field system, e g. the relativistic quantum field and his vacuum state with a given boundary conditions. The question above the possibility to find the complicate phenomenon connected with the existence of the life and the living systems his place in the mathematical frame by the intersection between the classical and the quantum describing of the world of any one concrete quantum field theory by the contemporary ground state of the theoretical biological and nano-physics problems is open by the consideration of high topographical complementarities by the London- and Casimir forces involved importantly in the highly specific and strong but purely classical physical thermodynamically and quantum physically complexity of elementary living cells by enzymes with substrates, of antigens with antibodies, etc.