[HTML][HTML] A comprehensive analysis for weakly singular nonlinear functional Volterra integral equations using discretization techniques
This study investigates weakly singular nonlinear functional Volterra integral equations
(WSNFVIEs) of Urysohn type involving Riemann–Liouville operator. By imposing specific …
(WSNFVIEs) of Urysohn type involving Riemann–Liouville operator. By imposing specific …
Population growth equation by fuzzy common integral transforms
DE Abdulrasool, AN Alkiffai - Journal of Interdisciplinary …, 2022 - Taylor & Francis
In this work, three famous different fuzzy integral transforms have been attempted to
evaluate the exact solution of fuzzy equation based on fuzzy convolution Volterra integral …
evaluate the exact solution of fuzzy equation based on fuzzy convolution Volterra integral …
Regarding new traveling wave solutions for the mathematical model arising in telecommunications
This research paper focuses on the application of the tanh function method to find the soliton
solutions of the (2+ 1)‐dimensional nonlinear electrical transmission line model. Materials …
solutions of the (2+ 1)‐dimensional nonlinear electrical transmission line model. Materials …
[HTML][HTML] Some analytic and series solutions of integrable generalized Broer-Kaup system
In this article, we have updated the results obtained by Zhang et al.(2019) and derived some
certain features of a famous dispersion water wave model, namely, generalized Broer-Kaup …
certain features of a famous dispersion water wave model, namely, generalized Broer-Kaup …
Inelastic materials and mathematical variables for obstacle bridge problem evaluation
Nonlinear issues are tough to tackle, but this novel method simplifies the process. For this,
many sorts of challenges were studied, including 4th Order Homogeneous Impediment …
many sorts of challenges were studied, including 4th Order Homogeneous Impediment …
[HTML][HTML] Study of nonlinear fuzzy integro-differential equations using mathematical methods and applications
In this study, the homotopy perturbation sumudu transform method (HPSTM) is employed to
find the analytical fuzzy solution of nonlinear fuzzy integro-differential equations (FIDEs) …
find the analytical fuzzy solution of nonlinear fuzzy integro-differential equations (FIDEs) …
[HTML][HTML] Analytical and numerical studies for wave generated by submarine landslide
In this research, we investigate how submarine landslides are able to produce extremely
damaging tsunami waves and estimate the maximum height of the waves in question using …
damaging tsunami waves and estimate the maximum height of the waves in question using …
Singular fuzzy fractional quadratic regulator problem
M Najariyan, L Qiu - Chaos, Solitons & Fractals, 2023 - Elsevier
This study aims to create a fuzzy optimal control system for a singular fuzzy fractional
quadratic regulator problem, which is governed by singular fuzzy fractional differential …
quadratic regulator problem, which is governed by singular fuzzy fractional differential …
Dynamics of an arbitrary order model of toxoplasmosis ailment in human and cat inhabitants
In this article, a non-integer nonlinear mathematical model for toxoplasmosis disease in
human and cat population is proposed and studied. The basic concepts of the model's …
human and cat population is proposed and studied. The basic concepts of the model's …
Existence of a Unique Solution and the Hyers–Ulam‐H‐Fox Stability of the Conformable Fractional Differential Equation by Matrix‐Valued Fuzzy Controllers
In this paper, we consider a conformable fractional differential equation with a constant
coefficient and obtain an approximation for this equation using the Radu–Mihet method …
coefficient and obtain an approximation for this equation using the Radu–Mihet method …