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Answers
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2
$q$-Deforming Woronowicz’s Leibniz Rule
10
Quantum-Jimbo Algebras: Why Such Fuss About Roots of Unity?
4
Quantized Enveloping Algebras at $q=1$
0
Non-Drinfeld--Jimbo Deformations and Finite Quantum Groups
1
What foliations are symplectic foliations?
0
Conley index for isolated invariant sets with no exit points
3
Exact DG Poisson algebra
6
Open source LaTeX lecture notes/slides/books
5
Who was the first to formulate the inverse function theorem?
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Does there exist any “quantum Lie algebra” embeded into the quantum enveloping algebra U_q(g)?
1
References: Infinite dimensional Lie algebras
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Hopf structure of Uq(sl(2))
4
Why are some q-analogues more canonical than others?
9
Do you know readers of your papers ?
0
To what extent can I think of a Lagrangian fibration in a symplectic manifold as T*N?
1
Why is the quantum Lorentz group not connected?
6
Quantum coordinate ring at root of unity
1
Can you tell the volume of a symplectic manifold from the Poisson brackets?
1
Orbits of Lie Algebra Actions
20
How to write popular mathematics well?
2
How can I see the “missing” Poisson center when the rank of the Poisson structure drops?
6
Notable math from those without math PhDs
4
Hopf Algebras and Quantum Groups
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Hamiltonians of compatible Poisson tensors
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Which Lie algebra admit symplectic forms
3
Quantization and noncommutative deformations
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Interpretation of the two-dimensional de-Rham complex
3
Rigid nilpotent Lie algebras
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Lie algebras with trivial second cohomology group
7
Compact Quantum Groups from Hopf Algebras
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