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非交换 crepant 解析的突变:附录 A. 矩阵分解经过@eigenvector
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非交换 crepant 解析的突变:附录 A. 矩阵分解

经过 Eigenvector Initialization Publication
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Eigenvector Initialization Publication

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Cutting-edge research & publications dedicated t0 eigenvector theory, shaping diverse...

1 分钟 read2024/06/09
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太長; 讀書

本文研究了对应于超平面排列中的墙交叉点的魔法窗口在 NCCR 方面的等价性。
featured image - 非交换 crepant 解析的突变:附录 A. 矩阵分解
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Eigenvector Initialization Publication

Eigenvector Initialization Publication

@eigenvector

Cutting-edge research & publications dedicated t0 eigenvector theory, shaping diverse science & technological fields.

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Academic Research Paper

Academic Research Paper

Part of HackerNoon's growing list of open-source research papers, promoting free access to academic material.

作者:

(1)原和平;

(2)平野由希。

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附录 A. 矩阵分解

本附录回顾了导出分解类别的定义和基本属性。有关详细信息,请参阅 [Pos, BFK1, BDFIK, Hir1, Hir3]。


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其中左侧 LG 模型中的 W 滥用符号表示 f ∗W,而函子 (AA) 定义了右侧导出函子


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以下显示了倾斜等价的等变和因式分解版本。


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引理 A.6 ([BFK1,命题 3.20][1])。假设截面 s 和 t ∗ 是正则的。则有同构


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[1] 同上,后一个断言有一个拼写错误。

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Eigenvector Initialization Publication@eigenvector
Cutting-edge research & publications dedicated t0 eigenvector theory, shaping diverse science & technological fields.

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