Schroder T-quasigroups of generalized associativity

This work investigates the relationship that exists between the parastrophes of some notion of inverses in quasigroups. Our findings revealed that, of the 5 parastrophes of LIP qua...

This paper explores the Schröder polynomials, a class of polynomials that produce the famous Schröder numbers when x=1. The three-term recurrence relation and the inversion formula...

This paper describes the hierarchy for N = 2 and n=3 case with an metric ƞ11≠0 when V0 = 0 of associativity equations. The equation of associativity arose from the 2D topological f...

Pentagonal quasigroups are IM-quasigroups in which the additional identity of pentagonality holds. Motivated by the example C(q), where q is a solution of the equation q4?3q3...

This paper is devoted to introduce the new classes namely generalized fuzzy bitopological spaces and defined various types of generalized pairwise fuzzy sets in the generalized fuz...

Associativity is an organizational model with a longstanding presence in the history of the Colombian coffee sector. This study, conducted using a document review methodology, anal...

Topological descriptor is a fixed real number directly attached with the molecular graph to predict the physical and chemical properties of the chemical compound. Gutman and Trinaj...

Abstract: After joining the National Committee for a Free Germany, Military Chaplain Johannes Schröder, taken prisoner by the Soviets in Stalingrad, was able to address listeners i...