H-derivative

In mathematics, the H-derivative is a notion of derivative in the study of abstract Wiener spaces and the Malliavin calculus.

Papers overview

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2020

We give a new definition of fuzzy fractional derivative called fuzzy conformable fractional derivative. Using this definition, we…

2017

We study the q-analogue of Euler-Maclaurin formula and by introducing a new q-operator we drive to this form. Moreover…

2017

In this paper, we give the concepts of H-directional differentiability and D-directional differentiability of interval-valued…

2016

In this paper some interval valued programming problems are discussed. The solution concepts are adopted from Wu [33] and Chalco…

2015

We devote this paper to study of multiobjective programming problems with interval valued objective functions. For this, we…

2013

We adopt the derivative for fuzzy functions obtained via Zadeh's extension of the classical derivative operator and implement it…

2012

The one-parameter deformed exponential function was introduced as a frame that enchases a few known functions of this type. Such…

Highly Cited

2011

Highly Cited

2011

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