[PDF] Top 20 Periodic solution for a delay integro-differential equation in biomathematics
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Periodic solution for a delay integro-differential equation in biomathematics
... nontrivial periodic nonnegative and continous solutions for this equation are given in the case of a periodic contact rate: f (t + ω, x) = f (t, x) , ∀t ∈ R ...the solution in ...continuous ... See full document
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Existence of mild solution for a class of coupled systems of neutral fractional integro differential equations with infinite delay in Banach space
... We deal with a class of coupled systems of neutral fractional integro-differential equations with infinite delay in a Banach space in this paper. Based on the Banach contraction principle and Krasnoselskii’s ... See full document
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Multiple periodic solutions to a class of nonautonomous second-order delay differential equation
... In this paper, the main purpose is to study the multiplicity of periodic solutions for sys- tems (.) via some recent critical point theorems for strongly indefinite functionals. In order to achieve this, some ... See full document
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Existence and uniqueness of solutions for neutral periodic integro-differential equations with infinite delay
... Zhicheng; Periodic solutions of linear neutral integrodifferential equa- tions, Thoku Math.[r] ... See full document
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Existence of Positive Periodic Solutions for a Third-Order Delay Differential Equation
... exp (l) − 1 , γ = exp (ρT ) − 1. (3.9) In this section we obtain the existence of a positive periodic solution of (1.1) by considering the two cases; c (t) ≥ 0 and c (t) ≤ 0 for all t ∈ R . For a ... See full document
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Asymptotically Almost Periodic Solutions for Abstract Partial Neutral Integro Differential Equation
... Abstract partial neutral differential equations also appear in the theory of heat conduction. In the classic theory of heat conduction, it is assumed that the internal energy and the heat flux depend linearly on the ... See full document
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Existence, Uniqueness And Stability Solution Of Non-Linear System Of Integro-Differential Equation Of Volterra Type
... handling periodic in the case of systems of first or second order ordinary differential equations, integro-differential equations, equations with retarded arguments, systems containing unknown ... See full document
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Stability of highly nonlinear hybrid stochastic integro-differential delay equations
... erential delay equations (SD- DEs) have been studied ...to delay equations where their coe ffi cients are either linear or nonlinear but bounded by linear ...stochastic integro-di ff erential ... See full document
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Existence and Uniqueness of a Periodic Solution for Third-order Delay Differential Equation with Two Deviating Arguments
... of periodic solutions for some types of first and second-order delay differential equations with a deviating argument or two deviating arguments were studied, for example, [7 − 10, 12 − 16], ...order ... See full document
6
Mild solution for fractional functional integro-differential equation with not instantaneous impulse
... ordinary differential equation is a differential equation with an arbitrary non integer ...Fractional differential equations are widely used in modeling of several fields such as ... See full document
10
Evaluation Air Pollution Due to Transient Emissions
... impulsive integro-differential equation with infinite delay through fixed point ...fractional differential equations with infinite ... See full document
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14. On the stability and instability of functional Volterra integro-differential equations of first order
... [9] John R. Graef, C. Tun¸ c and S. Sevgin, Behavior of solutions of non-linear functional Voltera integro -differential equations with multiple delays, Dynam. Systems Appl. 25 (2016) 39–46. [10] G. ... See full document
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Periodic solution for a delay nonlinear population equation with feedback control and periodic external source
... of periodic systems has long been a topic of ...of periodic solutions for the nonlinear delay differential equations has received considerable attention (see, for example [10, 17, 11, 5, 6, 7, ... See full document
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Existence results for an impulsive neutral integro-differential equation with infinite delay via fractional operators
... impulsive differential equations have become an active area of research due to their demon- strated applications in widespread fields of science and engineering such as biology, physics, control theory, population ... See full document
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Blow-up of solution for an integro-differential equation with arbitrary positive initial energy
... wave equation which has been extensively studied and several results concerning existence and nonexistence have been established ...Kirchhoff equation which has been introduced in order to describe the ... See full document
10
Functional differential equations with infinite delay in Banach spaces
... differential equation with infinite delay in a Banach space and the exponential stability of the solution semigroup of the corresponding linear equation, and found that the exponential s[r] ... See full document
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VARIATION FORMULAS OF SOLUTION FOR A CONTROLLED FUNCTIONAL-DIFFERENTIAL EQUATION CONSIDERING DELAY PERTURBATION
... of Differential equations and control theory division of ...Functional- Differential Equations (Necessary Conditions, Existence Theorems, Regular Perturbations and Well-Posednisse, Numerical ... See full document
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Representation of solution for a linear fractional delay differential equation of Hadamard type
... fractional delay differential equation of Hadamard ...Mittag-Leffler delay matrix functions with logarithmic functions and analyzing their properties, we derive the representation of solutions via the ... See full document
7
Numerical Solution of Fractional Integro-differential Equation by Using Cubic B-spline Wavelets
... s α − 1 − j f (j) (0). (4) It is clear that for α ∈ N the Caputo differential operator coincides with the usual differential operator of an integer order. Similar to the integer-order differentiation, the ... See full document
6
Exchange effects in composite-particle interaction
... The methods of reduction of the RGM equation to the Schrödinger equation with a Hermitian Hamiltonian are well known (see, for example, [3]). However even after these rearrangements the RGM is an ... See full document
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