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Post Reopened by Kevin Lin, José Figueroa-O'Farrill, Gil Kalai, Andres Caicedo, Scott Morrison♦
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2 | edited as suggested in the meta discussion, added AG and MP tags. | ||
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How does Why is it that mirror symmetry has many relations with algebraic geometry, rather than with complex geometry or differential geometry? (in more transparent terms In other words, how does we consider the solution of polynomials ,then consider polynomial maps between two), or if it is really soit that solutions to polynomials become relevant, can anyone give some expository given that these do not appear in the physics which motivates mirror symmetry?) I would especially appreciate nontechnical answers?.
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Post Closed as "not a real question" by Andy Putman, Andres Caicedo, Ryan Budney, Chandan Singh Dalawat, Pete L. Clark
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