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In this note, companion to the paper~\cite{PSh14b}, we describe an alternative method for finding Laurent polynomials mirror-dual to complete intersections in Grassmannians of planes, in the sense discussed in \cite{PSh14b}. This calculation follows a general method for finding torus charts on Hori--Vafa mirrors to complete intersections in toric varieties, detailed in \cite{CKP14} generalising the method of \cite{Prz10}.
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참고문헌 (11)
참고문헌 신청
M. Akhtar / 2012 / Minkowski polynomials and mutations / SIGMA Symmetry Integrability Geom. Methods Appl 8:17
V. V. Batyrev / 1998 / Conifold transitions and mirror symmetry for Calabi-Yau complete intersections in Grassmannians / Nuclear Phys. B 514(3):640~666
V. V. Batyrev / 2000 / Mirror symmetry and toric degenerations of partial ag manifolds / Acta Math 184(1):1~39
T. Coates / 2013 / Mirror symmetry and Fano manifolds / European Congress of Mathematics :285~300
T. Coates / Four-dimensional Fano toric complete intersec-tions / arXiv:1409.5030
V. V. Batyrev / 1998 / Conifold transitions and mirror symmetry for Calabi-Yau complete intersections in Grassmannians / Nuclear Phys. B 514(3):640~666
V. V. Batyrev / 2000 / Mirror symmetry and toric degenerations of partial ag manifolds / Acta Math 184(1):1~39
T. Coates / 2013 / Mirror symmetry and Fano manifolds / European Congress of Mathematics :285~300
T. Coates / Four-dimensional Fano toric complete intersec-tions / arXiv:1409.5030
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