[PDF] Top 20 The Existence of Maximal and Minimal Solution of Quadratic Integral Equation
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The Existence of Maximal and Minimal Solution of Quadratic Integral Equation
... that equation ( ) is equi-continuous and uniformly bounded, through it we use the Arzela-Ascoli theorem so, there exists a decreasing sequence such that as , and ( ) exists uniformly in and we ... See full document
5
Maximal and minimal solution of nonlocal fractional differential equation
... differential equation with weighted initial and nonlocal condition and prove the existence and approximation of the ...the existence of Maximal and Minimal solutions for a nonlinear ... See full document
22
Existence of Solution to Fractional Order Integral Equations.
... differential equation plays an important role in the study of various physical chemical and biological phenomenon’s many researchers are attracted from the field of theory methods and application of fractional ... See full document
8
Approximating solution for generalized quadratic functional integral equations with maxima
... The quadratic integral equations have been a topic of interest since long time because of their occurrence in the problems of some natural and physical processes of the ...The existence results for ... See full document
16
Monotone iterative technique for semilinear elliptic systems
... ple. Existence and uniqueness of classical solutions of such systems by monotone method has been established in [2, ...the existence and uniqueness of coupled weak minimal and maximal ... See full document
14
On the Existence of Locally Attractive Solutions of a Nonlinear Quadratic Volterra Integral Equation of Fractional Order
... and integral equations of fractional order has recently received a lot of attention and now constitutes a significant branch of nonlinear ...and integral equations of fractional order ...of existence ... See full document
11
On The Existence Of Locally Attractive Solutions Of A Nonlinear Quadratic Volterra Integral Equation Of Fractional Order
... Theorem 3.1 Assume that the hypotheses (H1) − (H5) hold. Furthermore, if L(K 1 + K 2 ) < 1, where K 1 and K 2 are defined in Remark 3.1, then the Eq. (1) has at least one solution in the space BC( R + ). ... See full document
5
On Existence of Solutions of q Perturbed Quadratic Integral Equations
... [8]-[11], integral equations with nonsigular kernels have been ...the quadratic Volterra equations with ...studied quadratic integral equations of arbitrary orders with singular ...perturbed ... See full document
12
LOCALLY ATTRACTIVE SOLUTION TO FRACTIONAL ORDER QUADRATIC FUNCTIONAL INTEGRAL EQUATION
... Nonlinear quadratic integral equations appear very often, in many applications of real world ...examples, quadratic integral equations are often applicable in the theory of radioactive ... See full document
13
Extremal Solution for Fractional Quadratic Integral Equation in Banach Space
... A solution o of the FQIE (1) is said to be maximal if for any other solution to FQIE (1) has ≤ o for all t ∈ ℝ ...a solution o of the FQIE (1) is said to be minimal if o ≤ for all t ∈ ℝ ... See full document
6
The Solution of Yang Mills Equations on the Surface
... H if the norm is sufficiently. Here, we construct a solution on the quadric that is independent of the time. And we also construct a solution of the poly- nomial form. In the process of solving, the ... See full document
10
A Spectral Integral Equation Solution of the Gross Pitaevskii Equation
... A method is presented of solving for the L 0 partial wave function of the the Gross Pitaevskii nonlinear dif- ferential equation. A Hartree potential V H is used as a key vehicle for performing the iterations ... See full document
8
The Existence of Solution of a Critical Fractional Equation
... the existence of solutions, we will see that if 1 < < p 2 , then by concentration-compactness principle, together with mini- max arguments, we can prove the existence of solutions for ... See full document
11
The Existence and Uniqueness of Random Solution to Itô Stochastic Integral Equation
... We investigated the existence and uniqueness of Itô sto- chastic integral equation by applying the theoretical techniques of probabilistic functional analysis. In fact author of [12] refers to ... See full document
5
An asymptotic fractional differential model of spherical flame
... vue existence, unicite, seuil d'energie et la simulation numerique par methode a un pas utilisent l'approche classique de ce type d'e problemeet une representationdiusive de l'operateurnon ... See full document
14
Uniformly Stable Positive Monotonic Solution of a Nonlocal Cauchy Problem
... [7] Y. K. Chang and J. J. Nieto, “Existence of Solutions for Impulsive Neutral Integro-Differential Inclsions with Non- local Initial Conditions via Fractional Operators, Numeri- cal Functional Analysis and ... See full document
5
Existence of Solutions of Nonlinear Stochastic Volterra Fredholm Integral Equations of Mixed Type
... stochastic integral 1.1 are to be understood as an ordinary Lebesque integral with probabilistic characterization, while the third part is an Ito-Doob stochastic ...the existence as well as ... See full document
16
Solution of an integral equation with a logarithmic kernel
... JAIN Department of Mathematics Faculty of Mathematical Sciences Unlverslty of Delhi Delhi- 110007, India Received July 14, 1989 and in revised form January 7, 1990.. A simple independent[r] ... See full document
6
Approximate Analytical Solution for Quadratic Riccati Differential Equation
... differential equation, deriving its name from Jacopo Francesco, Count Riccati ...Riccati equation has been extensive. For several reasons, a Riccati equation comprises of a highly significant class ... See full document
11
Fixed Points for Discontinuous Monotone Operators
... Since A is an increasing operator, this implies that Fix A ⊂ Au ∗ , v ∗ and u ∗ , v ∗ includes properly Au ∗ , v ∗ . This contradicts that u ∗ , v ∗ is the minimal element of S. Similarly, v ∗ is a fixed point of ... See full document
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