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TaQ's user avatar
TaQ
  • Member for 13 years, 2 months
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2 votes
Accepted

Pointwise (in time) convergence in $H^{-1}$ implies pointwise weak convergence in $L^q$, why?

2 votes
Accepted

$c^\infty$-topologies on spaces of compactly supported sections and their products

2 votes
Accepted

Is this (interpolation) inequality right?

2 votes
Accepted

A problem on Demailly's proof of finiteness theorem of elliptic differential operator

2 votes
Accepted

Convenient vector space and its locally convex structure

2 votes

Dual space of $L^2(\mathbb{R},L^1(0,1))$?

1 vote

smooth functions on closed intervals with values in infinite-dimensional spaces

1 vote

Open mapping theorem for complete non-metrizable spaces?

1 vote

Can smoothness of curves into a convenient locally convex vector space be tested with just a dense subspace of the dual?

1 vote
Accepted

Does the Implicit Function Theorem in Banach spaces holds if the differential is only one-to-one (not onto!)?

1 vote

Ekeland's standardness-property inheritable?

1 vote

Are smooth functions on an uncountable sum continuous?

1 vote

Duality relations for Lebesgue spaces of sections of vector bundles

1 vote

Two equivalent definitions of weak solution to parabolic PDE; don't understand proof

1 vote

Does a metric refine the weak-* topology on a dual space?

1 vote
Accepted

Is sequential completeness of LCS strictly stronger that Riemann integrability of curves?

1 vote

Differentiability of Nemytskii operator on Sobolev space

0 votes

Weak* continuity of positive parts

0 votes

A space of distributions vanishing on the boundary

0 votes

Is the strong Whitney topology connected?

0 votes

Counterexample of non-negative sequence weakly converging in $\mathscr{M}^1$ but not $L^1$

0 votes
Accepted

A Laplacian semi-group estimation

0 votes

Pull-back of generalized functions

0 votes
Accepted

Is there an infinite−dimensional Banach subspace in C^∞([0,1]) ?

0 votes

Locally constant functions with compact support = smooth ?

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