Inequilogical spaces, directed homology and noncommutative geometry
The author introduces a preordered version of equilogical spaces, called inequilogical spaces, as a possible setting for directed algebraic topology. This new structure is of much importance in noncommutative geometry. The paper is extremely valuable for researchers in directed homology and noncommutative geometry. It covers a remarkable amount of output of this topic of research.
scientific article; zbMATH DE number 2153119