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Answers
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Smoothness properties of the Springer fiber
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Schubert varieties which admit small resolutions of singularities
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What can an algebraic geometer do outside academia?
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Computer package for representation theory of the symmetric group (2)
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any software to compute multivariable resultant?
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Symmetric polynoms are Hopf algebra ? What for one needs co-product ?
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Schubert problems to cycle class in Grassmanian
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Motivating Algebra and Analysis for Average Undergraduates (2)
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Virtual algebraic calculation within proofs
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What motivates modern algebraic geometry for a combinatorial/constructive algebraist?
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Giambelli and Porteous Formula
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A meta-mathematical question related to Hilbert tenth problem
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How important is it for one on the job market to have thought about suitable REU projects?
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Smoothness of hypersurfaces in Grassmannians
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How misleading is it to regard $\frac{dy}{dx}$ as a fraction?
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Picard group of Schubert varieties
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Teaching undergraduate students to write proofs
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Reference for: the Bruhat-minimal permutations not less than a fixed permutation pi?
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Why do we teach calculus students the derivative as a limit?
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Explicit equations for Schubert varieties
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Why were matrix determinants once such a big deal?
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How can I get a small resolution for the binomial fourfold $x_1 x_2 x_3- y_1 y_2=0$ in $\mathbb{C}^5$?
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What strict resolutions of singularities are needed?
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Intersection homology for toric varieties
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Why does undergraduate discrete math require calculus?
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The Interrelationship Problem Of Modern Mathematics- How To Deal With it In First Year Graduate Courses?
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What great mathematics are we missing out on because of language barriers?
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Math paper authors' order
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Interesting results in algebraic geometry accessible to 3rd year undergraduates
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What programming languages do mathematicians use?