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Cobordism is a fundamental equivalence relation on the class of compact manifolds of the same dimension, set up using the concept of the boundary of a manifold.

5 votes
0 answers
284 views

Factorization homology and topological conformal field theories

My question concerns some of the results of Costello's "Topological conformal field theories and Calabi-Yau categories" and how they are related/ can be rederived via the description of (fully extende …
Markus Zetto's user avatar
4 votes
1 answer
219 views

Gluing a manifold along its boundary, via chain complexes

Given closed oriented $n$-manifolds $M, M', M''$ and bordisms $W, W'$ with $\partial W = M \sqcup - M'$ and $\partial W' = M' \sqcup - M''$, we can collar-glue them to obtain a bordism from $M$ to $M' …
Markus Zetto's user avatar
1 vote

Gluing a manifold along its boundary, via chain complexes

I might have a idea how to prove my claim, that also generalizes to any stable $\infty$-category with duality functor: Let $C$ be a chain complex, remember that there are natural diagonal and codiagon …
Markus Zetto's user avatar