We know the problems of combinatorics, such as the problem of permutations, combinations, placement, represented by the corresponding formulas. But these formulas only give us the number of solutions, not the solutions themselves. There were no common standard algorithms for solving these types of problems. These types of problems with large numbers can be referred to NP problems. But with the help of Scilab program typical algorithms of such problems are revealed and solutions are given.


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NP=P? Algorithms for solving NP-problems by matrix method in Scilab program

The FIFTH FORCE of NATURE or, HELLO, EINSTEIN! Fantastic story

Supersymmetry. Fantastic story

Riemannian space. Recognition of formulas (structures) of riemannian manifolds by a neural network