Qualitative analysis for the solutions of fractional stochastic differential equations
A Mohammed Djaouti, M Imran Liaqat - Axioms, 2024 - mdpi.com
Fractional pantograph stochastic differential equations (FPSDEs) combine elements of
fractional calculus, pantograph equations, and stochastic processes to model complex …
fractional calculus, pantograph equations, and stochastic processes to model complex …
A Study of Some Generalized Results of Neutral Stochastic Differential Equations in the Framework of Caputo–Katugampola Fractional Derivatives
Inequalities serve as fundamental tools for analyzing various important concepts in
stochastic differential problems. In this study, we present results on the existence …
stochastic differential problems. In this study, we present results on the existence …
Approximate and Exact Solutions of Some Nonlinear Differential Equations Using the Novel Coupling Approach in the Sense of Conformable Fractional Derivative
Several scientific fields utilize fractional nonlinear partial differential equations to model
various phenomena. However, most of these equations lack exact solutions. Consequently …
various phenomena. However, most of these equations lack exact solutions. Consequently …
A Hybrid Approach to Approximate and Exact Solutions for Linear and Nonlinear Fractional-Order Schrödinger Equations with Conformable Fractional Derivatives
MI Liaqat - 2024 - ejamjournal.com
Fractional-order Schrödinger differential equations extend the classical Schrödinger
equation by incorporating fractional calculus to describe more complex physical …
equation by incorporating fractional calculus to describe more complex physical …