27

Answers

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2

$C_c^{\infty}([0,T];V)$ is dense in $C_c^{1}([0,T];V)$?

6

Uniformly integrable sequence such that a.s. limit and conditional expectation do not commute

9

Inductive tensor product and smooth functions

3

spectacular applications of functional analysis in resolutions of apparently unrelated problems

2

When is a sequentially closed cone, closed?

3

Metrization of weak convergence of signed measures

1

Is an additive category a balanced category?

3

Extremal point and probability

1

About a generalization of the Radon Nikodym Theorem

2

Which test functions are the divergence of a vector field?

3

Proving continuity on spaces of distributions?

3

Weak topology of WOT

7

Hahn-Banach theorem with real extended valued function

1

A question on Schwartz distributions

2

When is the graph of a function a dense set ?

1

Theorem 11.43, Semimartingale Theory and Stochastic Calculus He, Wang and Yan

0

Borel’s theorem for Banach’s space valued functions

1

Defining the integral of a function using the product measure

3

Is this kernel space of finite dimension ?

1

Equicontinuity of continuous families of maps between topological vector spaces

1

Uniformly continuous functions and Borel hierarchy in the compact-open topology

5

Inequalities involving moments

14

Are weak and strong convergence of sequences not equivalent?

4

A criterion for the sum of two closed sets to be closed ?

23

Is every sigma-algebra the Borel algebra of a topology?

2

Norm functionals of $B(H)$ restricted to sub ven-Neumann algebras

4

Are extensions of nuclear Fréchet spaces nuclear?