Methods of Big Vector Data Processing Under Toroidal Coordinate Systems

Methods of big vector data (BVD) processing under toroidal coordinate systems for development of high performance vector information technologies with improving the quality indices of the technologies presents in this paper. These methods involve novel mathematical principle relating to the minimizing of structural elements in toroidal coordinate systems, including the appropriate algebraic constructions such as vector different sets of cyclic groups and "GlorytoUkraineStar" (GUS) combinatorial configurations, namely the concept of Perfect Toroidal Codes (PTC)s. These codes form binary coding system under two- or multidimensional ring axes of toroidal reference grid, which provides big data processing of multidimensional arrays, using the smallest possible basis.