2015年8月9日
Towards Homological Projective duality for S^2 P^3 and S^2 P^4
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- 記述言語
- 掲載種別
- 研究論文（学術雑誌）
We provide homological foundations to establish conjectural homological<br />
projective dualities between 1) S^2 P^3 and the double cover of the projective<br />
9-space branched along the symmetric determinantal quartic, and 2) S^2 P^4 and<br />
the double cover of the symmetric determinantal quintic in the projective<br />
14-space branched along the symmetric determinantal locus of rank at most 3.
projective dualities between 1) S^2 P^3 and the double cover of the projective<br />
9-space branched along the symmetric determinantal quartic, and 2) S^2 P^4 and<br />
the double cover of the symmetric determinantal quintic in the projective<br />
14-space branched along the symmetric determinantal locus of rank at most 3.
- ID情報
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- arXiv ID : arXiv:1508.01997