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Optimal Design And Randomly Topological Coloring Of Dynamic Networks

In order to serve the need of resisting full-scale attacks and sabotage by supercomputers and quantum computers in the future, we make two systems of linear equations for optimizing network models such that they can simulate and approximate to high quality networks such as BA-models, tree-like network models, network models containing blockchain. We will design two algorithms for encrypting randomly growing network models wholly in dynamic evolution of the networks. These network models mentioned here produce network-network lattices, graphic group lattices, infinite every-zero graphic group homomorphism, mutually equivalent infinite every-zero graphic groups, and relate to mathematical problems.