A solution of dialectical systems theory to P/NP problem

The key to solve the NP problem is how to judge the existence of an algorithm for a conversion from NP to P? For this purpose, dialectical systems theory is introduced for a transformations which processes "self-denial" from its structure and function conversely and interactively of some kind of NP, a dualistic contradiction indeed. Mathematics is subject to the "identity" rule and difficult to tackle self-denial transformations. Furthermore, mathematics, being of incompleteness, isn't helpful to solve the NP problem. Dialectics is an evolutionary theory, a dynamic process, demanding connection all aspects of things, so a systematic approach is adopted. Regarding the transformation from NP to P as an emergence of self-organization evolution, four requirements for dissipative structure can be proposed for the judging possibility of emergence of evolution: opening, non-equilibrium, non-linearity, fluctuation. Taken the "Travelling Salesman Problem" as a typical example of NPC, it be concluded that none of the four requirements could be met. The reason is that the condition given by TSP is one-dimensional data only, which is the essence of Monism that couldn't boost evolution and emergence quickly and efficiently.