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Answers
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53
How Much Work Does it Take to be a Successful Mathematician?
21
Does any tensor category correspond to a bialgebra ?
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What does “quantization is not a functor” really mean?
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Cool problems to impress students with group theory
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How do you switch between representations of an algebraic group and its Lie algebra?
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Deformation theory of representations of an algebraic group
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What is a deformation of a category? (2)
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Free action of SL_2(F_p) on a sphere
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Jack polynomials as determinants
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Calculating 6j-symbols (aka Racah-Wigner coefficients) for quantum groups
9
On a positivity of a matrix with trace entries.
8
What is the relation between quantum symmetry and quantum groups?
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about state-field correspondence
8
Is \mathbb{C}^{n \times n} algebraically closed?
7
Simultaneous convergence of powers of unit complex numbers
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Is there a canonical Hopf structure on the center of a universal enveloping algebra?
7
Faithful characters of finite groups
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Kontsevich, and Geometric, Quantization and the Podles sphere
6
Questions about Quivers
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Interaction of topology and the Picard group of Algebraic surfaces
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Can the Quantum Torus be realized as a Hall Algebra?
6
Taking roots in simple linear algebraic groups
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Is an algebraic bijection from a projective variety to itself necessarily an isomorphism?
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Principal Bundles over Complex Projective Varieties
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Indexing the Line Bundles of a Flag Manifold
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differential operator in noncommutative geometry?
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Cohomology of Lie groups and Lie algebras
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Solutions of the Quantum Yang-Baxter Equation
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Name of upper triangular/lower triangular Lie Algebra decomposition
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Zeros of the Weierstrass pe-function
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