We describe an abstract framework in which the notion of fundamental category can be defined. The structures matching this framework are categories endowed ...
We describe an abstract framework in which the notion of fundamental category can be defined. The structures matching this framework are categories endowed ...
We describe an abstract framework in which the notion of fundamental category can be defined. The structures matching this framework are categories endowed ...
We describe an abstract framework in which the notion of fundamental category can be defined. The structures matching this framework are categories endowed ...
Jun 15, 2012 · As an application we compare the fundamental categories of streams Sanjeevi Krishnan. Directed Algebraic Topology and Concurrency. PhD thesis, ...
We describe an abstract framework in which the notion of fundamental category can be defined. The structures matching this framework are categories endowed ...
May 13, 2023 · Every d-space gives rise to a stream. The category of streams has good properties. In particular, there is an further notion of compactly ...
The main goal of the present paper is to unify two commonly used models of directed spaces: d-spaces and streams. To achieve this, we provide certain "goodness" ...
Missing: Fundamental | Show results with:Fundamental
In §2.16, we construct fundamental categories of streams, in the process constructing fundamental monoids τ1(X, x) of based streams (X, x). We adapt ...
In mathematics, directed algebraic topology is a refinement of algebraic topology for directed spaces, topological spaces and their combinatorial counterparts