Diffeomorphism-equivariant configuration spaces with twisted partial summable labels
We construct the configuration space of points in a smooth manifold with twisted noncommutative partial summable labels. The theory of twisted operads is developed to encode twisted noncommutative summations. We also define a diffeomorphism-equivariant scanning map from the configuration space to a...
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| Format: | Thèse |
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2017
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