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Extending a diffeomorphism of S^2 to D^3
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How many vertices/edges/faces at most for a convex polyhedron that tiles space?
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Algorithm for image of a free group homomorphism
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The multiplicity of the max eigenvalue in matrix multiplication
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Christmas giftgiving
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Convex hull of lattice points in a circle
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Applications of nonconstructive mathematics
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Riemann mapping theorem for homeomorphisms
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Is a compact, connected, orientable 3-manifold with $\mathbb{Z}^K$ fundemental group uniquely determined?
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A soft introduction to physics for mathematicians who don’t know the first thing about physics
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Starting PhD at the age of 25
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Manifold whose universal covering is a sphere but which is not a space form?
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Are there any fake 3-tori?
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Why might André Weil have named Carl Ludwig Siegel the greatest mathematician of the 20th century?
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There are two points on the Earth’s surface that … ?
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Probability in the Primes
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Functions holomorphic on a region minus a Cantor set
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extension of surface homeomorphism (2)
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Is compact flat manifold cusp cross-sections of a complete finite volume hyperbolic manifold?
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Analogy of Parseval identity for Legendre Transform ?
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Does every group grow either polynomially or superpolynomially?
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Flips of triangulations on non-orientable surfaces
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Find the least prime $p$ such that $mn$ divides $p-1$
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Can most 3 dimensional hyperbolic orbifolds with finite volume be covered by a hyperbolic manifold?
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How did “Ore’s Conjecture” become a conjecture?
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What is known about Ulam’s problem of metric spaces with isometric squares?
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Riemann mapping theorem and smoothness on the boundary (2)
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Are subgroups of hyperbolic groups quasiisometrically embedded ?
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How to see isometries of figure 8 knot complement
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Haar measure on infinite dimensional Lie groups?
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