Nov 1, 2018 · In this paper, we obtain new bounds for the derivatives of the solution of the SVG Stein equation, which allow for approximations to be made in the Kolmogorov ...
authors gave interesting upper bounds: R.C4;G/ 2q C 1 for any isolate-free graph G with q edges, and R.C4;G/ p C q 1 for any connected graph G on p vertices ...
These bounds relied on the fact that the underlying probability distribution and the hypothesis class F will satisfy the so-called “(β1,β2)-Bernstein property” ...
Sep 15, 2022 · We develop a computational method for expected functionals of the drawdown and its duration in exponential Lévy models.
Sep 4, 2019 · The bounds for (32) are derived according to the separation of the involved frequen- cies. Let K∗. 1 ≤ ... ≤ K∗. 6 denote the increasing ...
Dec 31, 2020 · Using WH-MOEA, a procedure is also proposed to analyse various linear structures with different numbers of poles and zeros (known as design ...
fifth and higher order methods. On comparing error bounds with the other fourth order methods it is seen that the bounds of the Front and Back step methods are.
Missing: Wiener | Show results with:Wiener
Introduction and main results. In this paper we consider two phase free boundary problems governed by uniformly elliptic equations with distributed sources.
Aug 9, 2024 · In this paper, a novel approach to identify Wiener-Hammerstein systems in a single step is proposed. This approach is based on a customized ...
Apr 4, 2014 · My thirty-year book collaboration with Gene Golub began in 1977 at a matrix computation workshop held at Johns Hopkins University.
Missing: Wiener | Show results with:Wiener