TO INTERCOMMUNICATION D – ENTROPY FROM TWO PROBLEMS THOUSAND: P/NP AND EQUATION NAVIER-STOKES FROM POSITION SYSTEM APPROACH

Abstract

Aim given article perform, what support in mechanic structure the particles and offer in to her of D-entropy, use law similarity, it can be create concerted co physical picture pease and mathematical picture. Moreover, exist certain regulator, every it’s in conformity party mathematical, permit still decide popular problem thousand: P/NP and equation Navier-Stokes. Further in given article, at basic last works on problem equation Navier-Stokes, suggestion now logic from conformity Model proposal. Essence this is proposal consist in next: behind basic take method, employment lows similarity from attract mathematical apparat, consist from that kind section mathematical how theory intersection rising to U. Fulton, topological theory Galua from soive and no soive equation in end sight, in context their mutualpenetrode in that kind basic principal problem equation Navier-Stokes for futher researhs. Cross to problem P\NP, substantiation what class P equally class NP. This is come from defemition of S.Cook that the choice a problem othen did not play any role that is it are meant that all NP-full problems existed with equal reason, at this involvement of a problem of immersings in the theory of Golois. After, in basic analiz higher computation on this problem thousand, formulate some hipotese, intensify certain statement O. A. Laduchensky on equality Navier-Stokes, but quite co moving in problem P\NP and all this in context basic property D-entropy. In general recive partly system approach.

Keywords: D-entropy, intersection, mutualpenetrode, immersings, lifting, descent, regulator.