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Answers
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Albanese dual to the Picard scheme
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About “de-Rham” and “l-adic” local systems - comparison
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A submodule of a constant D-module is constant
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What conjectures in anabelian geometry are false?
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References about the Grothendieck’s way of algebraizing the notions of calculus and differential geometry
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M - affine and H^1(M,Z)=H^2(M,Z) = 0 imply (?) Pic^algebraic(M) = 0. Note: in algebraic category NO exponential sequence
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Is there a really big ring of differential operators in characteristic p?
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Good book on Riemann surfaces and Galois theory?
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Proofs in the same vein as Ax-Grothendieck
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Help motivating log-structures
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For quasi-coherent D-Modules
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$\mathbb{P}^n$ is simply connected
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Representability on the big étale site and base change
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Does the etale fundamental group of the projective line minus a finite number of points over a finite field depend on the points?
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Covers of the projective line over Z and arithmetic Grauert-Remmert
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What should be learned in a first serious schemes course?
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Examples of the moduli space of X giving facts about a certain X
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A split short exact sequence of algebraic fundamental groups
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Etale coverings of certain open subschemes in Spec O_K
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Is the direct image of the structure sheaf on X isomorphic to the structure sheaf on Y when X->Y is flat and proper with connected fibers between smooth schemes over an algebraically closed field?
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Have people successfully worked with the full ring of diferential operators in characteristic p?
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Stokes theorem for manifolds with corners?
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Algebraic Geometry versus Complex Geometry
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What are some results in mathematics that have snappy proofs using model theory?
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What is $\overline{\text{Spec}\mathbb{Z}}$?
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Tools for collaborative paper-writing
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Tools for Organizing Papers?
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Bimodules in geometry
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“Albanese” schemes: When does an “initial abelian scheme” exist under a given scheme?
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Most helpful math resources on the web
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