[PDF] Top 20 GLOBAL ATTRACTIVITY OF SOLUTIONS OF NONLINEAR FUNCTIONAL INTEGRAL EQUATIONS IN TWO VARIABLES
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GLOBAL ATTRACTIVITY OF SOLUTIONS OF NONLINEAR FUNCTIONAL INTEGRAL EQUATIONS IN TWO VARIABLES
... of solutions and to show that solutions are uniformly locally attractive in the sense to be de- fined ...the global attractivity of ...uniqueness, attractivity, and asymptotic behavior ... See full document
16
Existence and attractivity of global solutions for a class of fractional quadratic integral equations in Banach space
... references therein, the continuity (even Lipschitz continuity) of f (or g , h) of two variables is always required. In this paper, we study a more complicated model than previous ones [–], apply ... See full document
15
On some delay nonlinear integral inequalities in two independent variables
... differential equations. We study the boundedness of the solutions of the initial boundary value problem for partial delay integro differential equa- tions of the ... See full document
14
Nonlinear Retarded Integral Inequalities with Two Variables and Applications
... Since the inequality 1.2 provides an explicit bound of the unknown function u it furnishes a handy tool in the study of various properties of solutions of differential equations. Because of its fundamental ... See full document
21
Nonlinear Integral Inequalities in Two Independent Variables and Their Applications
... The integral inequalities play a fundamental role in the study of existence, uniqueness, boundedness, stability, invariant manifolds, and other qualitative properties of solutions of the theory of di ff ... See full document
11
On Nonlinear Integral Inequalities of Gronwall Type in Two Variables
... new nonlinear integral inequality of Gron- wall type involving functions of two independent variables which can be used in the analysis of the behavior of the solutions of some partial ... See full document
14
Attractivity for a k dimensional system of fractional functional differential equations and global attractivity for a k dimensional system of nonlinear fractional differential equations
... attractive solutions of the problems is an interesting topic within the fractional ...the attractivity of solutions for two k-dimensional systems of fractional differential ...equations. ... See full document
14
Existence Results for Some Nonlinear Functional-Integral Equations in Banach Algebra with Applications
... the functional equation of the first order having the form x(t) = f (t, x(t), ...of solutions of NLFIE ...of two operators which satisfies the Darbo condition with suitable combination of a measure ... See full document
10
About Solutions of Nonlinear Algebraic System with Two Variables
... a functional analysis. Many partial equations and the equations of mathematical physics, connected with physical processes, demanded the new approach for a solu- tion of these ... See full document
6
On local attractivity of nonlinear functional integral equations via measures of noncompactness
... from nonlinear set-contractivity it follows that µ (T ( Fix (T ))) ≤ φ ( µ ( Fix (T ))) which is a contradiction since φ ( r ) < r for r > ...local attractivity of the solutions of ... See full document
11
Qualitative behaviour of solutions of hybrid fractional integral equation with linear perturbation of second kind in Banach Space
... asymptotic attractivity of solutions. There are two ap- proaches for dealing with theses characteristics of solutions, namely, classical fxed point theorems involving the hypothe- ses from ... See full document
8
ON THE WEAK SOLUTIONS OF THE URYSOHN-STIELTJES FUNCTIONAL INTEGRAL EQUATIONS
... Urysohn integral equations in reflexive Banach spaces, Differential Equations and Control Processes, 4 (2008), ...Phillips, Functional Analysis and Semi-Groups, ... See full document
16
Existence and uniqueness of solutions for nonlinear impulsive differential equations with two point and integral boundary conditions
... In the present paper, a system of nonlinear impulsive differential equations with two-point and integral boundary conditions is investigated. Theorems on the existence and uniqueness of a ... See full document
11
Existence results for fractional differential equations with integral and multi-point boundary conditions
... that integral boundary conditions and multi-point boundary conditions have been investigated in a variety of papers (see [10–17]), in this paper we are dedicated to considering fractional differential ... See full document
11
Existence and attractivity of solutions for fractional difference equations
... Motivated by the works mentioned, in this paper, we investigate the existence and at- tractivity of solutions for fractional difference equations. In Sect. 2, we describe the dis- crete fractional difference ... See full document
15
On slow oscillation and nonoscillation in retarded equations
... Oscillation, Nonoscillation and Growth of Solutions of Nonlinear Functional Differential Equations of Arbitrary Order, J.. Asymptotic Properties of Solutions of Functional Differential E[r] ... See full document
8
ON A SUM FORM FUNCTIONAL EQUATION
... f (p) = f(0) + f (0)(nm − n − m)p + a(p) + D(p, p) (3) for all p ∈ I ; f(0) is an arbitrary real constant; a : R → R is an additive mapping; D : R × I → R is additive in the first variable; there exists a mapping E : R × ... See full document
9
Nonlinear Integral Inequalities in Two Independent Variables on Time Scales
... some nonlinear integral inequalities in two independent variables on time ...some integral inequalities and their corresponding discrete analogues which established by ...dynamic ... See full document
11
2. Common xed point results using $(\varphi_1-\varphi_2-\varphi_3)$-contractive conditions in orbitally $0$-complete partial metric spaces
... This paper delivers some generalizations of the results of Kadelburg and Raden- ovi´ c [11] in the sense of rational type weakly contraction condition for two mappings. An immediate applications are given to prove ... See full document
13
Numerical investigation of nonlinear volterra hammerstein integral equations via single term haar wavelet series
... The STHW are applied to solve nonlinear Volterra- Hammerstein integral equations. This method is simple. It uses only six pieces of information from the past and evaluates the driving function only ... See full document
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