Nov 1, 2015 · In this article we look at the situation where uncertain vector fields and uncertain initial points are both modelled by simplexes. The simplex ...

Differential Inclusions Mapping Simplexes to Simplexes. D. Pearson, and G. Dray. ICANNGA, page 317-319. Springer, (1999 ). 1. 1. Meta data. BibTeX key: conf ...

DIFFERENTIAL INCLUSIONS AND SIMPLEXES. In the case of continuous time ... is mapped onto a p-simplex by the differential inclusion (4). This has to be ...

Differential inclusions are an important mathematical tool for analysing dynamical systems where uncertainties prevail. One particular type of differential ...

Differential Inclusions Mapping Simplexes to Simplexes. D. Pearson, и G. Dray. ICANNGA, стр. 317-319. Springer, (1999 ). Линки и ресурсы. ключ BibTeX: conf ...

Oct 15, 2018 · L is a simplicial subcomplex of K. Therefore, the natural map C∗(L)→C∗(K) is a chain map. We have a short exact sequence 0→C∗(L)→C∗(K)→C→0,.

Aug 28, 2021 · Abstract. This paper is devoted to several commonly used homology and co- homology theories, as well as an important result which links them ...

The dynamical systems approach to stochastic approximation is generalized to the case where the mean differential equation is replaced by a differential ...

Jul 23, 2021 · There are various simplicial dg-algebras that assign to the standard n n -simplex a kind of de Rham algebra on Δ n \Delta^n . By the discussion ...

Jun 16, 2014 · The goal of simplicial sets is to build spaces out of these building blocks by gluing, and allow maps to be defined simplex by simplex.