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Red shoes
  • Member for 7 years, 8 months
  • Last seen more than a month ago
  • USA
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question
9
Elements of $L^p$ and nice representatives of equivalence classes
May 26, 2017
question
3
The weakest condition guarantees some Separation-type of convex sets in Banach spaces
May 14, 2017
question
2
Unifying Optimal Control Problems through Constraint Optimization Problem
Jul 2, 2019
question
2
Is $f$ defined by $f(x) = t\mapsto G(t , x(t))$ differentiable?
Aug 7, 2019
question
2
Is $ f(x(.)) := \int_{0}^{1} F ( x(t)) \; dt$ differentiable?
Aug 8, 2019
question
1
Can $X^*$ characterize a smooth norm on $X$?
Jun 7, 2017
question
1
Separating convex sets in Vector spaces
Jul 10, 2017
question
1
Is the integral functional $I(x) = \int_{0}^{T} \Lambda (t , x(t), \dot{x} (t)) \; dt $ lipschitz around $x_0$?
Sep 2, 2019
question
1
Converting an integral equation into a differential equation
Sep 12, 2019
question
0
What are the sets on which norm-closedness implies weakly closedness?
Jun 19, 2019
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15
Open Problems in Convex Analysis and Convex Optimization
15
If $f$ is a concave function and $f(0) \geq 0$ then $f(a+b) \leq f(a) + f(b)$ for all $a,b >0$
14
The set of all matrices of full rank is an open set
8
Separating convex sets in Vector spaces
8
Is $T(C) \subseteq R^m$ closed?