article · 2009

Convex Sets and Minimal Sublinear Functions, manuscript

Amitabh Basu, Giacomo Zambelli

Cited by 0Abstract and details only

Abstract

We show that, given a closed convex set K containing the origin in its interior, the support function of the set {y ∈ K ∗ | ∃x ∈ K such that 〈x, y 〉 = 1} is the pointwise smallest among all sublinear functions σ such that K = {x |σ(x) ≤ 1}. 1

Cite this paper

APA 7

Basu, A., & Zambelli, G. (2009). Convex Sets and Minimal Sublinear Functions, manuscript.

MLA 9

Basu, Amitabh, and Giacomo Zambelli. “Convex Sets and Minimal Sublinear Functions, manuscript.” 2009.

Chicago

Basu, Amitabh, and Giacomo Zambelli. 2009. “Convex Sets and Minimal Sublinear Functions, manuscript.”

Harvard

Basu, A. and Zambelli, G. (2009) ‘Convex Sets and Minimal Sublinear Functions, manuscript’.

BibTeX

@article{basu2009convex,
  title = {{Convex Sets and Minimal Sublinear Functions, manuscript}},
  author = {Basu, Amitabh and Zambelli, Giacomo},
  year = {2009}
}

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