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On the existence of solutions for nonlocal sequential boundary fractional differential equations via ψ-Riemann–Liouville derivative
The purpose of this paper is to study a generalized Riemann–Liouville fractional differential equation and system with nonlocal boundary conditions....
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Study of a class of fractional-order evolution hybrid differential equations using a modified Mittag-Leffler-type derivative
This work is devoted to using topological degree theory to establish a mathematical analysis for a class of fractional-order evolution hybrid...
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Modeling Crime Transmission with Fear Effect: A Fractional-Order Approach for Effective Crime Control Strategies
Crime poses a formidable global challenge, prompting extensive research that has proposed multiple mathematical models employing ordinary...
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Diffusion Processes with One-sided Selfsimilar Random Potentials
Long-time behavior of diffusion processes with one-sided random potentials starting from the origin is studied. As random potentials, some strictly...
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Blow-up of solutions for a system of nonlocal singular viscoelastic equations with sources and distributed delay terms
In this paper, we investigate a scenario concerning a coupled nonlocal singular viscoelastic equation with sources and distributed delay terms. By...
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Contractive Shadowing Property of Dynamical Systems
For topological dynamical systems defined by continuous self-maps of compact metric spaces, we consider the contractive shadowing property, i.e., the...
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Charlier polynomial-based modified Kantorovich–Szász type operators and related approximation outcomes
This paper uses some positive sequences to modify the Kantorovich version of Charlier operators, and it establishes approximation results under a...
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An approximation theoretic revam** of fractal interpolation surfaces on triangular domains
The theory of fractal surfaces, in its basic setting, asserts the existence of a bivariate continuous function defined on a triangular domain. The...
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Weighted fractional inequalities for new conditions on h-convex functions
We use a new function class called B -function to establish a novel version of Hermite–Hadamard inequality for weighted ψ -Hilfer operators....
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Identifying source term and initial value simultaneously for the time-fractional diffusion equation with Caputo-like hyper-Bessel operator
In this paper, we consider the inverse problem for identifying the source term and the initial value of time-fractional diffusion equation with...
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Stability Analysis, Existence and Uniqueness of Solutions for a Fractional Conformable p-Laplacian Coupled Boundary Value Problem on the Disilane Graph
Disilane is an important inorganic compound, which is widely used in many fields. This study first focuses on investigating the existence and...
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Highly Non-contractive Iterated Function Systems on Euclidean Space Can Have an Attractor
Iterated function systems (IFSs) and their attractors have been central to the theory of fractal geometry almost from its inception. Moreover,...
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The dynamics of the fractional SEIQR malware spread model on wireless sensor networks
Wireless sensor network (WSN) is a collection of sensing devices that can communicate wirelessly. Unfortunately, these sensors are often susceptible...
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A q-analogue for partial-fraction decomposition of a rational function and its application
In this paper, by using the residue method of complex analysis, we obtain a q -analogue for partial-fraction decomposition of the rational function
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On the symplectic self-adjointness and residual spectral emptiness of upper triangular Hamiltonian operator matrices
This paper deals with the symplectic self-adjointness and residual spectral emptiness of upper triangular Hamiltonian operator matrices
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