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Jun
22 |
comment |
Why is this distribution exponential?
Reference: David & Nagaraja, Order Statistics. This is a fairly standard result in order statistics. |
Jul
2 |
awarded | Curious |
Apr
25 |
awarded | Enthusiast |
Apr
18 |
awarded | Citizen Patrol |
Jul
9 |
comment |
An NP-hard $n$ fold integral
@ Johan, thanks for the answer, esp. the last edit |
Jul
5 |
awarded | Supporter |
Jul
2 |
accepted | An NP-hard $n$ fold integral |
Jul
2 |
comment |
An NP-hard $n$ fold integral
@Kaveh: Revised. |
Jul
2 |
revised |
An NP-hard $n$ fold integral
Revised question per comments; added a tag |
Jul
1 |
comment |
An NP-hard $n$ fold integral
@Kaveh, I am not clear about your comment. Could you elaborate it into an answer? |
Jul
1 |
awarded | Nice Question |
Jun
28 |
asked | An NP-hard $n$ fold integral |
Jun
25 |
awarded | Yearling |
Apr
7 |
revised |
Extremal curves with a “should pass through” constraint
added 3 characters in body |
Apr
7 |
revised |
Extremal curves with a “should pass through” constraint
added 1240 characters in body |
Mar
24 |
comment |
Finding paths in a path connected space
@Daniel: How do we connect points when $P$ has to be $n$-times differentiable? |
Mar
24 |
revised |
Finding paths in a path connected space
added 456 characters in body |
Mar
24 |
asked | Finding paths in a path connected space |
Mar
23 |
awarded | Commentator |
Mar
23 |
comment |
Extremal curves with a “should pass through” constraint
Thanks. Can't we extend this for multiple $q$'s, by having $F(\gamma)= length(\gamma) + \sum inf_{x} |p-q_i|^2$ ? And under what conditions can we differentiate through the infimum? |