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Algebraic cobordism of filtered vector bundles on varieties: Notes on a work of Lee and Pandharipande

Published 2 Apr 2011 in math.AG, hep-th, and math.SG | (1104.0280v1)

Abstract: The construction of double point cobordism groups of vector bundles on varieties in the work Lee-P of Yuan-Pin Lee and Rahul Pandharipande gives immediately double point cobordism groups of filtered vector bundles on varieties. We note also that among the four basic operations -- direct sum, tensor product, dual, and Hom -- on vector bundles on varieties, only taking dual is compatible with double point cobordisms of vector bundles on varieties in general, by a demonstration on an example of vector bundles on Calabi-Yau 3-folds. A question on refined and/or higher algebraic cobordisms of vector bundles on varieties is posed in the end.

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