Answer to Question #37091 in Math for nate ruiz

Question #37091

Let p: R^J-->R be sub-linear, and p(-x_n) = -p(x_n) for n = 1,2,...,N. Show that p is linear on the span of {x1,...,xN}.

Expert's answer

Answer in progress...

Learn more about our help with Assignments: Math

Comments

No comments. Be the first!

Leave a comment

Related Questions

1. Let i_c(x) be the indicator function of the closed convex set C. Show that the sub-differential of t
2. From the first day of this month Paltu has started saving one 2 taka coin each day in a box. The bo
3. Poly, Mili and Lily are three sisters. Lily tells truth in 6 days of a week. Poly tells truth in on
4. LP (linear programming): refers to the problem of optimizing a linear function of several variables
5. Proposition: Given any nonempty closed convex set C and an arbitrary vector x in R^J, there is a uni
6. Definition: Given any non-empty closed convex set C and an arbitrary vector x in R^j, there is a uni
7. Use Farka's Lemma directly to prove that, if p* is finite, then PS has a feasible solution.