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4.
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Loop spaces of configuration spaces and finite type invariants
/ Kohno, T
The total homology of the loop space of the configuration space of ordered distinct n points in R^m has a structure of a Hopf algebra defined by the 4-term relations if m>2. We describe a relation of between the cohomology of this loop space and the set of finite type invariants for the pure braid group with n strands. [...]
math.AT/0211056.-
2002
- Published in : Geom. Topol. Monogr.: 4 (2002) , pp. 143-160
External link: math.AT/0211056 PDF
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