Topologically valued transition structures
arXiv:2604.1403184.21 citationsh-index: 8
AI Analysis
This is a theoretical contribution to the study of transition structures, but it is incremental and lacks concrete applications or empirical validation.
The paper establishes a contravariant adjunction between two categories of transition structures using algebraic and topological methods, providing the most detailed result in a family of such connections.
We investigate several categories related to transition structures, using a mixture of algebraic and topological methods. We show how two such categories are connected by a contravariant adjunction. This is the most detailed of a family of such results depending on topological restrictions on objects and morphisms.