A note on Kurzweil-Henstock's anticipating non-stochastic integral

Motivated by the study of anticipating stochastic integrals using Kurzweil-Henstock approach, we use anticipating interval-point pairs (with the tag as the right-end point of the interval) in studying non-stochastic integral, which we call the Kurzweil-Henstock anticipating non-stochastic integral....

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Bibliografske podrobnosti

Principais autores:	Yu Xin Ng, Tin Lam Toh
Format:	Artigo
Jezik:	Inglês
Izdano:	Institute of Mathematics of the Czech Academy of Science 2025-10-01
Serija:	Mathematica Bohemica
Teme:	kurzweil-henstock integral anticipative integral non-stochastic
Online dostop:	https://mb.math.cas.cz/full/150/3/mb150_3_5.pdf
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