Abstract: This paper deals with the finite-time stabilization of fractional-order inertial neural network with varying time-delays (FOINNs). Firstly, by correctly selected variable substitution, the system is transformed into a first-order fractional differential equat

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Abstract: This paper is concerned with a sixth-order diffusion equation, which describes continuum evolution of film-free surface. By using the regularity estimates for the semigroups, iteration technique and the classical existence theorem of global attractors we veri

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Abstract: A semilinear pseudoparabolic equation with nonlocal integral boundary conditions is studied in the present paper. Using Rothe method, which is based on backward Euler finite- difference schema, we designed a suitable semidiscretization in time to approximate

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Abstract: Middle East respiratory syndrome coronavirus (MERS-CoV) remains an emerging disease threat with regular human cases on the Arabian Peninsula driven by recurring camels to human transmission events. In this paper, we present a new deterministic model for the t

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Abstract: In this paper, relative controllability of impulsive multi-delay differential systems in finite dimensional space are studied. By introducing the impulsive multi-delay Gramian matrix, a necessary and sufficient condition, and the Gramian criteria, for the rel

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Abstract: In this manuscript, p-cyclic orbital φ-contraction map over closed, nonempty, convex subsets of a uniformly convex Banach space X possesses a unique best proximity point if the auxiliary function φ is strictly increasing. The given result unifies and extend s

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Abstract: This paper investigates practical stability for a class of fractional-order impulsive control coupled systems with noninstantaneous impulses on networks. Using graph theory and Lyapunov method, new criteria for practical stability, uniform practical stability

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Abstract: In this paper, we study a fixed point problem for certain rational contractions on .-complete metric spaces. Uniqueness of the fixed point is obtained under additional conditions. The Ulam–Hyers–Rassias stability of the problem is investigated. Well-posedness

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Abstract: This paper investigates the global dynamics for a class of multigroup SIR epidemic model with time fractional-order derivatives and reaction–diffusion. The fractional order considered in this paper is in (0, 1, which the propagation speed of this process is s

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Abstract: In this manuscript, we generalize, improve, and enrich recent results established by Budhia et al. L. Budhia, H. Aydi, A.H. Ansari, D. Gopal, Some new fixed point results in rectangular metric spaces with application to fractional-order functional differentia

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Abstract: Closed form expressions to calculate the exponential of a general multivector (MV) in Clifford geometric algebras (GAs)org.siir.client.entities.InlineGraphic@b4f95a are presented for org.siir.client.entities.InlineGraphic@1e60ac2 The obtained exponential for

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