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arXiv 0801.2565math.AGmath.RT
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Exts和Vertex运算符

Exts and Vertex Operators

Erik Carlsson, Andrei Okounkov

摘要:

同一曲面的两个希尔伯特格式的直积具有自然的K-理论类,由两个理想层之间的交替Ext群给出,由线丛扭曲。我们表示这些虚拟丛的陈类Nakajima运营商。

英文摘要:

The direct product of two Hilbert schemes of the same surface has natural K-theory classes given by the alternating Ext groups between the two ideal sheaves in question, twisted by a line bundle. We express the Chern classes of these virtual bundles in terms of Nakajima operators.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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