Polylinear Transformation Method for Solving Systems of Logical Equations

In connection with applications, the solution of a system logical equations plays an important role in computational mathematics and many other areas. As result, new directions algorithms for solving systems are being developed. One these is transformation into real continuous domain. The domain richer to work because it features algorithms, which well designed. this study, firstly, we transformed any unit n-dimensional cube Kn polylinear–polynomial mathematically constructive way. Secondly, proved that if slightly modify equations, namely, add no more than one special equation system, then resulting corresponding Kn+1 equivalent. paper proposes algorithm proves its correctness. Based on results, further research plans developed adapt proposed method.