Controllability and Observability of Non-homogeneous Granular Descriptor Fractional Dynamical Systems Applied in Electrical Circuit
This paper deals with the study of controllability and observability of fuzzy fractional
descriptor dynamical system in terms of granular differentiability. The granular fuzzy solution …
descriptor dynamical system in terms of granular differentiability. The granular fuzzy solution …
Analyzing wave structure and bifurcation in geophysical Boussinesq-type equations
This article investigates the traveling wave solution for a geophysical Boussinesq-type
equation that models equatorial tsunami waves. The discussed structure exhibits explicit …
equation that models equatorial tsunami waves. The discussed structure exhibits explicit …
Double parametric based solution of fuzzy unconfined aquifer problem using Laplace transforms method
The Boussinesq equation describes the model for horizontal water flow in unconfined
aquifers without precipitation, a topic that has been extensively studied in the literature …
aquifers without precipitation, a topic that has been extensively studied in the literature …
A New Study on the Minimum Time of Null Controllability for the Fractional Heat Equation in One Dimension by the Action of a Strategic Zone Profile
C Seck, MLL Ane, B Diouf - Journal of Mathematics, 2024 - Wiley Online Library
The goal of this paper project is to find a minimum time null controllability of the fractional
heat equation in one dimension using the notion of strategic zone actuators. As part of our …
heat equation in one dimension using the notion of strategic zone actuators. As part of our …
Towards efficient solutions of space-time fractional fuzzy diffusion equations: A methodological approach
M Mousavi Nasr, MS Asgari… - Iranian Journal of Fuzzy …, 2024 - ijfs.usb.ac.ir
This paper aims to introduce a groundbreaking methodology for deriving analytical solutions
to the space-time fractional fuzzy diffusion equation. Our approach uniquely incorporates a …
to the space-time fractional fuzzy diffusion equation. Our approach uniquely incorporates a …