Nov 2, 2023 · We study Whitney-type estimates for approximation of convex functions in the uniform norm on various convex multivariate domains.
Jan 1, 2024 · We study Whitney-type estimates for approximation of convex functions in the uniform norm on various convex multivariate domains while paying a ...
Nov 17, 2023 · We study Whitney-type estimates for approximation of convex functions in the uniform norm on various convex multivariate domains while ...
We study Whitney-type estimates for approximation of convex functions in the uniform norm on various convex multivariate domains while paying a particular ...
The Whitney type inequality gives an upper estimate for the error of local polynomial approximation of a function via the behavior of its finite differences. A ...
We prove the following Whitney estimate. Given 0 < p \le \infty, r \in N, and d \ge 1, there exists a constant C(d,r,p), depending only on the three ...
This paper deals with estimates from above of intrinsic volumes of a convex body in terms of sums of intrinsic volumes of finitely many orthogonal projections ...
Whitney Estimates for Convex Domains with Applications to Multivariate Piecewise Polynomial Approximation.
We provide a necessary and sufficient condition on f, G for the existence of a convex function F ∈ CC1ω(Rn) such that F = f on C and ∇F = G on C.
Missing: type estimates
We study Whitney-type estimates for approximation of convex functions in the uniform norm on various convex multivariate domains while paying a particular ...