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math.AT2005★ 8 cited
Inverting weak dihomotopy equivalence using homotopy continuous flow
Philippe Gaucher
A flow is homotopy continuous if it is indefinitely divisible up to S-homotopy. The full subcategory of cofibrant homotopy continuous flows has nice features. Not only it is big en…
math.AT2005★ 11 cited
T-homotopy and refinement of observation (IV) : Invariance of the underlying homotopy type
Philippe Gaucher
This series explores a new notion of T-homotopy equivalence of flows. The new definition involves embeddings of finite bounded posets preserving the bottom and the top elements and…
math.AT2005★ 7 cited
T-homotopy and refinement of observation (III) : Invariance of the branching and merging homologies
Philippe Gaucher
This series explores a new notion of T-homotopy equivalence of flows. The new definition involves embeddings of finite bounded posets preserving the bottom and the top elements and…