J. Haddad

most citedSharp affine weighted

L^{p}

Sobolev type inequalities

2 citations · 2 across the 3 of their papers we have counts for

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math.FA2017★ 2 cited

Sharp affine weighted $L^{p}$ Sobolev type inequalities

Julian Haddad, Carlos Hugo Jiménez, Marcos Montenegro

We establish sharp affine weighted $L^{p}$ Sobolev type inequalities by using the $L_{p}$ Busemann-Petty centroid inequality proved by Lutwak, Yang and Zhang. Our approach consists in…

math.FA2017

A global bifurcation theorem for critical values of $C^{1}$ maps in Banach spaces

Pablo Amster, Pierluigi Benevieri, Julian Haddad

We present a global bifurcation result for critical values of $C^{1}$ maps in Banach spaces. The approach is topological based on homotopy equivalence of pairs of topological spaces.…

Sharp affine weighted Lp Sobolev type inequalities

A global bifurcation theorem for critical values of C1 maps in Banach spaces

Sharp affine weighted $L^{p}$ Sobolev type inequalities

A global bifurcation theorem for critical values of $C^{1}$ maps in Banach spaces