「ホモロジカルミラー対称性予想」の版間の差分

m
→‎参考文献: 文献修正
(→‎例: affine manifoldとaffine varietyは異なるので(日本語とすると同一「アフィン多様体」で同じになる)リンク先を修正)
m (→‎参考文献: 文献修正)
 
== 参考文献 ==
*{{Citation | last1=Candelas | first1=Philip | last2=de la Ossa | first2=Xenia C. | last3=Green | first3=Paul S. | last4=Parkes | first4=Linda | title=A pair of Calabi-Yau manifolds as an exactly soluble superconformal theory | doi=10.1016/0550-3213(91)90292-6 | id={{MathSciNet | id = 1115626}} | year=1991 | journal=Nuclear Physics. B | issn=0550-3213 | volume=359 | issue=1 | pages=21–74|bibcode = 1991NuPhB.359...21C }}
*{{Citation |last=Kontsevich |first=Maxim |title=Homological algebra of mirror symmetry |work=|year=1994 |arxiv=alg-geom/9411018 |bibcode = 1994alg.geom.11018K }}.
*{{Citation
*{{Citation |last=Kontsevich |first=Maxim |last2=Soibelman |first2=Yan|author2-link=Yan Soibelman |title=Homological Mirror Symmetry and torus fibrations |work=|year=2000 |arxiv=math.SG/0011041 }}.
|last = Kontsevich
*{{Citation |last=Seidel |first=Paul |title=Homological mirror symmetry for the quartic surface |work=|year=2003 |arxiv=math.SG/0310414 }}.
|first = Maxim
*{{Citation |last=Hausel |first=Tamas |last2=Thaddeus |first2=Michael |title=Mirror symmetry, Langlands duality, and the Hitchin system |work=|year=2002 |arxiv=math.DG/0205236 }}
|title = Homological algebra of mirror symmetry
|work =
|year = 1994
|arxiv = alg-geom/9411018
}}
*{{Citation
|last = Kontsevich
|first = Maxim
|last2 = Soibelman
|first2 = Yan|author2-link=Yan Soibelman
|title = Homological Mirror Symmetry and torus fibrations
|work =
|year = 2000
|arxiv = math.SG/0011041
}}
*{{Citation
|last = Seidel
|first = Paul
|title = Homological mirror symmetry for the quartic surface
|work =
|year = 2003
|arxiv = math.SG/0310414
}}
*{{Citation
|last = 深谷
|arxiv =
}}
*{{Citation
|last = Hausel
|first = Tamas
|last2 = Thaddeus
|first2 = Michael
|title = Mirror symmetry, Langlands duality, and the Hitchin system
|work =
|year = 2002
|arxiv = math.DG/0205236 }}
 
{{DEFAULTSORT:ほもろじかるみらあたいしようせいよそう}}
13,687

回編集