In this paper, we consider a new coupled system of fractional boundary value problems
based on the thermostat control model. With the help of fixed point theory, we investigate the …

The work addressed in this paper is to ensure the existence and uniqueness of positive
solutions for initial value problems for nonlinear fractional differential equations with two …

In this paper, we study and investigate an interesting Caputo fractional derivative and
Riemann–Liouville integral boundary value problem (BVP): c D 0+ qu (t)= f (t, u (t)), t∈[0, T] …

The fundamental purpose of this paper is to study the numerical solution of multi-term time
fractional nonlinear Klein–Gordon equation, using regularized beta functions and fractional …

In this paper, we consider initial value problems for two different classes of implicit ϕ-Hilfer
fractional pantograph differential equations. We use different approach that is based on α− ψ …

In this paper we study fractional initial value problems with Caputo–Fabrizio derivative which
involves nonsingular kernel. First we apply α-ℓ-contraction and α-type F-contraction …

This research intends to investigate the existence results for both coincidence points and
common fixed point of generalized Geraghty multi-valued map**s endowed with a …

In this study, we examine the numerical solutions of nonlinear fuzzy fractional partial
differential equations under the Caputo derivative utilizing the technique of fuzzy Adomian …

In this paper, we consider a new fractional differential system on an unbounded domain D α
u (t)+ φ (t, v (t), D γ 1 v (t))= 0, t∈ 0,+∞), α∈(2, 3, D β v (t)+ ψ (t, u (t), D γ 2 u (t))= 0, t∈ …

This paper studies two classes of boundary value problems within the generalized Caputo
fractional operators. By applying the fixed point result of α-ϕ-Geraghty contractive type …