CYCLIC SURFACES IN THE PSEUDOEVKLIT REGION

Author: Sultanov Bekzod Maqsud ugli, Ismailov Sherzodbek Shokirjon o’g’li

Abstract:

The article describes the hypothesis of the cyclic surface determined in the Galileo domain, the smallest dimensional pseudo-squid space, which is summarized in the five-dimensional two-indexed pseudo-squidoid space and then on the full cyclic surface. Full-scale surfaces have been proven to be in the four-dimensional pseudo-squidoid phase.