Multiplicative models for configuration spaces of algebraic varieties (Q1767617)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Multiplicative models for configuration spaces of algebraic varieties |
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Multiplicative models for configuration spaces of algebraic varieties (English)
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8 March 2005
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Let \(X\) denote a simply connected smooth complex projective variety. The authors define two differential graded algebras and show that one of them is a (Sullivan) model of the space of configurations of \(n\) points in \(X-p\). They also put a simplicial bigraded differential algebra structure on the model.
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configuration space
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Sullivan model
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differential graded algebra
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complex projective variety
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