The Correspondence Between Links and Connective Spaces

Abstract

Links are closely related to finite connective spaces. In this paper we explore the study of the reciprocal 
relationship between the finite connective spaces and links; we also characterize for the connective order 
of links. Finally, we show that being connective order is a connective property that is invariant under 
catenomorphism. Studying some properties of connective spaces by their corresponding splittability
spaces is our motivation.