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bio website sprajagopal.github.io
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age 22
visits member for 1 year, 8 months
seen 36 mins ago

I'm a Junior Research Fellow in IIT Bombay, currently working on the Witsenhausen counterexample.


Dec
15
comment What is the standard procedure to find subsets that satisfy an equation?
NP-complete?! That's all the info I have actually. $\theta, f$ are known. I need to find $X,Y$.
Dec
15
asked What is the standard procedure to find subsets that satisfy an equation?
Nov
5
revised Is there a nice representation for KKT conditions for matrix constraints?
added 30 characters in body
Nov
5
comment Is there a nice representation for KKT conditions for matrix constraints?
Hi. Could you also elaborate on how to express the KKT conditions of the above problem? That was my main issue actually.
Nov
4
comment Is there a nice representation for KKT conditions for matrix constraints?
I meant the Frobenius norm.
Nov
4
revised Is there a nice representation for KKT conditions for matrix constraints?
edited body
Oct
30
revised Is there a nice representation for KKT conditions for matrix constraints?
added 85 characters in body
Oct
30
awarded  Custodian
Oct
30
reviewed Approve Is there a nice representation for KKT conditions for matrix constraints?
Oct
30
asked Is there a nice representation for KKT conditions for matrix constraints?
Oct
21
awarded  Popular Question
Oct
20
asked Properties of an LP when the coefficients are variables of the problem
Oct
8
comment Triangle inequality for subtraction?
Is this true for all norms?
Oct
8
comment Is there any standard way to handle fractions of bilinear constraints in optimization?
Alright. That is simply a bilinear constant then. A variation: what if the other side is not a constant but one of the variables?
Oct
7
comment Is there any standard way to handle fractions of bilinear constraints in optimization?
That is the constraint. That equal to a constant is the constraint.
Oct
7
asked Is there any standard way to handle fractions of bilinear constraints in optimization?
Sep
26
comment Are there any standard methods to solve a linear objective with nonconvex constraints?
Oh, alright. That's a bummer. I felt like there was a standard approach to doing it.
Sep
26
comment Are there any standard methods to solve a linear objective with nonconvex constraints?
So, you mean I could retrace the linear objective to something else and change the constraints to convex or linear ones?
Sep
26
asked Are there any standard methods to solve a linear objective with nonconvex constraints?
Sep
24
awarded  Autobiographer