In this paper, an attempt has been made to obtain generating functions for the Chebyshev
polynomials Tn (x)(Special ultra spherical polynomials of first kind) using Weisner's group …

This paper is devoted to studying the existence and uniqueness of solutions of fuzzy nabla
dynamic equations on time scales under Hukuhara differentiability. We apply the Banach …

In this paper, we introduced a new class of derivative called nabla Hukuhara derivative for
fuzzy functions on time scales under Hukuhara difference. We proved the uniqueness and …

In this paper, we developed the calculus of fuzzy Laplace transforms under Hukuhara delta
derivative for the fuzzy valued functions on time scales T. We developed the fundamental …

The fundamental purpose of this work is to analyze Δ-Choquet integrals on time scales
which is a special case of Choquet integral on abstract fuzzy (non-additive) measure space …

In this paper we discussed the prominence of Bipolar fuzzy graphs (BFG). Fuzzy set assigns
a sequence of membership values to the elements of the universal set ranging from 0 to 1 …

The correlation filter tracking framework has attracted extensive attention from scholars in
object tracking due to its efficient and accurate performance. However, this framework …

Second type nabla Hukuhara differentiability for fuzzy functions on time scales Page 1 ITALIAN
JOURNAL OF PURE AND APPLIED MATHEMATICS – N. 43–2020 (779–801) 779 Second type …

This paper attempts to obtain generating functions for the polynomials defined by
Chebyshev denoted as Tn (x)(Special Ultra Spherical Polynomials of the first kind) using …

In this paper, the author first prove the theorem on bilateral generating relations for a certain
two-variable generalised hypergeometric polynomials by the group theoretic technique …