Ali Taghavi's user avatar
Ali Taghavi's user avatar
Ali Taghavi's user avatar
Ali Taghavi
  • Member for 10 years, 8 months
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12 votes
1 answer
469 views

Holomorphic Urysohn Lemma

11 votes
2 answers
1k views

Elliptic operators corresponds to non vanishing vector fields

11 votes
1 answer
437 views

Lie subalgebras of $\chi^{\infty}(M)$ of codimension $n = \dim M$

11 votes
1 answer
506 views

A very torsioned closed curve in space

11 votes
0 answers
838 views

Is "Determinant" a Hochschild coboundary?

10 votes
2 answers
476 views

Riemann surfaces with an atlas all of whose open sets are biholomorphic to $\mathbb{C}$?

10 votes
1 answer
688 views

Symplectic Lie groups

10 votes
2 answers
347 views

A quantity associated with a smooth groupoid

10 votes
1 answer
1k views

Is there a holomorphic function on open unit disc with this property?

10 votes
1 answer
299 views

A characterization of round sphere

10 votes
0 answers
646 views

Determinant as a Hamiltonian

10 votes
1 answer
381 views

A symmetric embedding of manifolds

10 votes
1 answer
540 views

An equivariant social choice in Mathematical economics

10 votes
1 answer
591 views

The Finslerian version of the Nash embedding theorem

10 votes
2 answers
2k views

Continuous functions with convex level sets

10 votes
2 answers
467 views

Is this a functor on the category of $C^{*}$ algebras?

10 votes
2 answers
1k views

Obstructions for a metric to be conformally equivalent to a product metric

10 votes
3 answers
695 views

Number of disjoint simple closed geodesics

10 votes
1 answer
457 views

For what kind of $C^*$ algebras does the inequality $\frac{(ab+ba)}{2}\leq\frac{ a^p}{p} +\frac{b^q }{q}$ hold for $a,b>0$?

9 votes
2 answers
295 views

Two inequalities in $C^*$ algebras

9 votes
1 answer
227 views

A non nuclear $C^*$ algebra $A$ for which the algebraic tensor product $A\otimes A$ admits a unique $C^*$ norm

9 votes
2 answers
926 views

The holomorphic version of Galois theory

9 votes
2 answers
607 views

Can we foliate the punctured space by tori?

9 votes
1 answer
312 views

A lagrangian version of the Withney theorem

9 votes
2 answers
629 views

An algebraic Hamiltonian vector field with a finite number of periodic orbits(1)

9 votes
2 answers
921 views

A question on fixed point theory

9 votes
1 answer
666 views

Does every manifold admit a Lagrangian Riemannian metric?

9 votes
1 answer
329 views

An inner product approach to Hopf algebras

9 votes
2 answers
662 views

Semi group of polynomials which all roots lie on the unit circle

9 votes
1 answer
361 views

Are two triangles with equal corresponding medians, congruent?

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