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arxiv: math/0312221 · v1 · submitted 2003-12-11 · 🧮 math.RA · math.AG

Three talks on noncommutative geometry@n

classification 🧮 math.RA math.AG
keywords varietytalksthreea-representationsaffinealgebracentralcirm-luminy
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Notes of three talks given at the workshop 'Hilbert schemes, non-commutative algebra and the McKay correspondence' CIRM-Luminy (France) October 2003. If A is an order over a central normal affine variety X having a stability structure such that the variety of all semi-stable A-representations is a smooth variety, then the corresponding moduli space is a partial desingularization of X and we have a complete classification of the remaining singularities.

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