Skip navigation

상단메뉴

글로벌메뉴

좌측메뉴

학술행사

검색

논문

tab menu

  • View
  • All
  • 수학부
  • 물리학부
  • 계산과학부
  • Center for Advanced Computation

Seminar View

Seminar
TITLE Noncommutative homological mirror symmetry of elliptic curves
KIAS AUTHORS Lee, Sangwook
JOURNAL KYOTO JOURNAL OF MATHEMATICS, 2021
ARCHIVE  
ABSTRACT We prove an equivalence of two A(infinity)-functors, via Orlov'sLandau-Ginzburg/ Calabi-Yau (LG/CY) correspondence. One is the Polishchuk-Zaslowmirror symmetry functor of elliptic curves, and the other is a localized mirror functor from the Fukaya category of T-2 to a category of noncommutative matrix factorizations. As a corollary, we prove that the noncommutative mirror functor LMgrLt realizes homological mirror symmetry for any t.
  • before page
  • list
  • next page
Seminar List

keyword

fiel&date

~