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Answers
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1
Homeomorphism between base of conifolds and spheres
0
Discovering and selecting conferences
4
on the density of hypersurfaces in complex projective spaces
15
New grand projects in contemporary math
6
Old books still used
4
Applications of Floer homology
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Isotrivial K3 family and Picard number
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Why Donaldson’s Four-Six Conjecture?
12
About MF Atiyah and R Bott’s 1983 paper
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Why are Gromov-Witten invariants of K3 surfaces trivial?
7
How do you see that higher genus surfaces are not homogeneous?
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Which differential equations allow for a variational formulation?
1
Lagrangian Kleinian bottles
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Are Lefschetz thimbles holomorphic manifolds?
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Introduction to Floer Theory?
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Is P^2 important in Kontsevich’s recursion formula?
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Other Homology Theories still Count Holes?
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What prerequisites do I need to read the book Ricci Flow and the Poincare Conjecture, published by CMI
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path of almost complex structure in the definition of heegaard floer homology
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H-principle and PDE’s
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Coincidences amongst classifying spaces and Eilenberg Mac-Lane spaces
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looking for a book on banach manifolds
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book on calabi yau manifolds
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Intersection of non transverse submanifolds
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Titles composed entirely of math symbols
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Computation of Gromov-Witten invariants for symplectic manifolds
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Examples of great mathematical writing