[PDF] Top 20 3. Rank one solutions of some nonlinear operator equations
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3. Rank one solutions of some nonlinear operator equations
... Theorem 2.3. Let E be a Banach space. If σ(A) ⊂ {z ∈ C |Re(z) < 0} and σ(B) ⊂ {z ∈ C |Re(z) > 0}, then there exists a rank one solution for Equation 2.4, where τ : L( E ) → L( E ) is a linear map on ... See full document
5
The Solution of Binary Nonlinear Operator Equations with Applications
... binary operator equations and have obtained many con- clusions, such as references [1-3] ...discuss solutions for ordinal symmetric contraction operator and obtain some general ... See full document
5
Perturbed Iterative Approximation of Solutions for Nonlinear General Monotone Operator Equations in Banach Spaces
... of nonlinear general A-monotone operator equations with multivalued ...construct some new perturbed iterative algorithms with mixed errors for solving the nonlinear general A-monotone ... See full document
13
Positive solution for q fractional four point boundary value problems with p Laplacian operator
... of solutions or positive solutions for boundary value problems involving nonlinear fractional q-difference equations by the use of some well-known fixed point theorems and the upper and ... See full document
14
Topological soliton solutions of the some nonlinear partial differential equations
... weekly nonlinear ion acoustic and space-charge waves, and the real-valued u ( x, t ) corresponds to the dimensionless fluid velocity with a decay ...numerical solutions of the SRLW equation. Recently, Bekir ... See full document
16
Exact solutions of (3 +1)-dimensional nonlinear evolution equations
... exact solutions of nonlinear evolution equa- tions that namely the (3 + 1)-dimensional Jimbo-Miwa equation and the (3 + 1)-dimensional potential YTSF equation, when the simplest equation is ... See full document
7
Existence,uniqueness, and nonexistence of solutions to nonlinear diffusion equations with \(p(x,t)\)-Laplacian operator
... describe some properties of electro-rheological fluids which change their mechanical properties dramatically when an external electric field is applied [, ... See full document
10
Multivariate systems of nonexpansive operator equations and iterative algorithms for solving them in uniformly convex and uniformly smooth Banach spaces with applications
... established some coupled fixed point results and found its application to the existence and uniqueness of solutions for periodic boundary value ...for nonlinear mappings in complete metric ... See full document
20
Positive solution for a fractional singular boundary value problem with p-Laplacian operator
... differential equations with p-Laplacian operator have deep background in ...differential equations with or with- out p-Laplacian operator have been widely ...of nonlinear analysis theory ... See full document
10
Exact travelling wave solutions for some complex nonlinear partial differential equations
... wave solutions of non- linear partial differentiae equations and then subsequently it will be applied to solve Kundu-Eckhaus equation and derivative nonlinear Schr¨odingers ...sections 3 and ... See full document
8
Some New Uniqueness Results of Solutions to Nonlinear Fractional Integro-Differential Equations
... of solutions for nonlinear integr-odifferential equations with fractional of arbitrary order which includes the Caputo fractional operator ... See full document
8
Numerical-analytic technique for investigation of solutions of some nonlinear equations with Dirichlet conditions
... of solutions of various types of nonlinear boundary value problems for ordinary differential equations side by side with numerical methods, it is often used an appropriate technique based upon ... See full document
20
Representations of general solutions to some classes of nonlinear difference equations
... difference equations, as one of the basic and oldest top- ics in the theory of difference equations, is if not the most interesting then certainly one of such ...difference equations up to ... See full document
21
Special Multiplicative Operators for the Solution of ODE – Invariants and Representations
... analytic solutions to nonlinear ordinary differential equations (ODE) is an important research ...meromorphic solutions of autonomous nonlinear ODE is presented in ...to some ... See full document
18
Existence of positive solutions of boundary value problems for high order nonlinear conformable differential equations with p Laplacian operator
... In general, two types of fractional derivatives, namely Riemann–Liouville and Caputo, are famous. Mathematicians prefer the Riemann–Liouville fractional derivative because it is amenable to many mathematical ... See full document
17
Unicity of Meromorphic Solutions of Some Nonlinear Difference Equations
... w z + w z − = R z w z , (1.1) where R ( z ) is a nonzero rational function and m ∈ ± ± { 2, 1,0 } The Equation (1.1) comes from the family of Painlevé III equations which are given by Ron- kainen in [3] ... See full document
8
On closed form solutions of some nonlinear partial differential equations
... 3. Nonlinear wave equation in two variables. It is easy to show that θ(x,y) is a solution of the wave equation in two variables if and only if θ(x,iy) is a solution of the Laplace equation in two variables. ... See full document
8
Global solutions to a class of nonlinear damped wave operator equations
... of solutions for semilinear damped wave equations in R N with noncompactly supported initial data or in the energy space, in where the nonlinear term f(u) = |u| p or f(u) = 0 is too special; ... See full document
9
EXACT SOLUTIONS FOR SOME NONLINEAR FRACTIONAL PARABOLIC EQUATIONS
... These equations discussed by wazwaz[1] when ...Section 3, we give the description for main steps of the tanh-coth ...exact solutions for the space-time fractional equations which we have ... See full document
17
New Results on the Nonoscillation of Solutions of Some Nonlinear Differential Equations of Third Order
... all solutions of nonlinear functional differential ...established some sufficient conditions for oscillation of all solutions of the second-order forced differential equation of the ... See full document
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