The Space of String Diagrams
نویسندگان
چکیده
where M is a closed, compact, oriented Riemannian manifold, LM is the space of continuous maps from the circle into M–the free loop space of M–and C∗(LM) is the complex of singular chains on LM . Inspired by an idea in [6], chain-level string topology operations were constructed in [5] using a subspace of our space of string diagrams. This subspace • has a different homotopy type from the space of string diagrams, and • does not reveal all the relations among the operations it gives rise to.
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تاریخ انتشار 2014