Carlos Mudarra

activity

20142026

C^{1}

convex extensions of

1

-jets

8 citations · 15 across the 14 of their papers we have counts for

collaborators

Showing 2015Show all

2 papers · 1 filter

math.CA2015

Whitney Extension Theorems for convex functions of the classes $C^{1}$ and $C^{1, ω}$

Daniel Azagra, Carlos Mudarra

Let $C$ be a subset of $R^{n}$ (not necessarily convex), $f : C \to R$ be a function, and $G : C \to R^{n}$ be a uniformly continuous function, with modulus of conti…

math.CA2015

Smooth convex extensions of convex functions

Daniel Azagra, Carlos Mudarra

Let $C$ be a compact convex subset of $R^{n}$ , $f : C \to R$ be a convex function, and $m \in {1, 2, ..., \infty}$ . Assume that, along with $f$ , we are given a family o…

Whitney Extension Theorems for convex functions of the classes C1 and C1,ω

Smooth convex extensions of convex functions

Whitney Extension Theorems for convex functions of the classes $C^{1}$ and $C^{1, ω}$