[PDF] Top 20 Multiplicity of positive solutions for eigenvalue problems of (p,2)-equations
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Multiplicity of positive solutions for eigenvalue problems of (p,2)-equations
... for all ζ ∈ R, the function z – → f (z, ζ ) is measurable and for almost all z ∈ , the func- tion ζ – → f (z, ζ ) is continuous), which exhibits strictly (p – )-sublinear growth in the ζ -variable near + ∞ . The ... See full document
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Existence and multiplicity of positive solutions for a class of p ( x )-Kirchhoff type equations
... of problems considered in the present article are that they involve the nonlocal coefficient ...weak solutions for the p(x)-Laplacian equa- ...Neumann problems involving the ...when p ≠ ... See full document
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Multiplicity of positive solutions for Sturm-Liouville boundary value problems of fractional differential equations with p-Laplacian
... f : [, ] × [, +∞) → [, +∞) is continuous. By means of the properties of the Green’s function, Leggett-Williams fixed-point theorems and fixed-point index theory, we estab- lish the existence of at least two or at least ... See full document
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Existence and multiplicity of symmetric positive solutions for nonlinear boundary-value problems with p-Laplacian operator
... Boundary-value problems with integral boundary conditions for ordinary differential equations represent a very interesting and important class of ...boundary-value problems as special ... See full document
12
Existence and Multiplicity of Positive Solutions to a Class of Quasilinear Elliptic Equations in
... of positive solutions for P ∗ have been extensively studied in the recent years; see, for example, Ambrosetti et ...al. 2, 3, Cingolani and Lazzo 4, 5, Floer and Weinstein 6, Oh 7–9, ... See full document
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Positive solutions to boundary value problems of p-Laplacian with fractional derivative
... differential equations have been of great ...with p-Laplacian have been subject to a lot of research [, ...and multiplicity of solutions for boundary value problems of fractional ... See full document
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Existence of Positive Solutions for a Coupled System of (p, q)-Laplacian Fractional Higher Order Boundary Value Problems
... value problems associated with ordinary differential equations were studied by many authors [14, 1, 2] and extended to p-Laplacian boundary value prob- lems [4, 22, ...value problems ... See full document
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Existence and Multiplicity of Solutions for Semipositone Problems Involving p Laplacian
... Such problems are usually referred in the literature as semipositone ...nonpositone problems, in contrast with the terminology positone problems, coined by Keller and Cohen in 2, when the ... See full document
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Multiplicity of positive solutions of superlinear semi-positone singular Neumann problems
... of positive solutions of boundary value problems has been studied by many authors in [–] and references ...of p(x) ≡ and q(x) ≡ . In [], the authors studied positive ... See full document
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Multiplicity Results of Positive Radial Solutions for -Laplacian Problems in Exterior Domains
... Section 2, we introduce well-known theorems such as the global continuation theorem, the generalized Picone identity, and a fixed point index theorem for the index ...one-dimensional p-Laplacian ... See full document
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Existence and multiplicity of positive solutions for p-Laplacian elliptic equations
... nontrivial positive solutions for every λ ∈ (, λ ∗ ...above p-Laplacian problems studied in [, – ] are all not (p – )-sublinear at ... See full document
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Eigenvalue problem for fractional differential equations with nonlinear integral and disturbance parameter in boundary conditions
... and multiplicity of positive solutions for a class of eigenvalue problems of nonlinear fractional differential equations with a nonlinear integral term and a disturbance parameter ... See full document
23
Existence of positive solutions for eigenvalue problem of nonlinear fractional differential equations
... It is well known that the cone plays a very important ... role in applying the Green function in research area. In [7], the authors cannot acquire a positive constant taken instead of the role of positive ... See full document
8
Existence of Solutions for Elliptic Systems with Nonlocal Terms in One Dimension
... two equations that include non-local terms have also been considered ...parabolic problems are also of great interest in reaction-diffusion theory; see 5–7 where the approach to existence and blow-up for ... See full document
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Multiplicity of positive solutions to second-order singular differential equations with a parameter
... where p is a strictly positive absolutely continuous ...Such equations, even in the case p ≡ , where they are referred to as being of Schrödinger or Klein-Gordon type, ap- pear in many ... See full document
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Multiple positive solutions of a \((p_{1},p_{2})\)-Laplacian system with nonlinear BCs
... we illustrate in an example that all the constants that occur in our results can be computed. Our approach is to seek solutions of system (.)-(.) as fixed points of a suitable integral operator. We make use of ... See full document
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Parameters and solutions of linear and nonlinear oscillators
... In this work, relationship between existence of solutions for classes of nonlinear boundary value problems with equations of the form 1.1 and the smallest.. or the largest eigenvalue of [r] ... See full document
10
Existence and multiplicity of positive solutions for a system of fractional boundary value problems
... and multiplicity of positive solutions of problem ...a positive solution of problem (S)-(BC) we mean a pair of functions (u, v) ∈ C([, ]) × C([, ]) satisfying (S) and (BC) with u(t) ≥ , ... See full document
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Unilateral global interval bifurcation theorem for periodic p-Laplacian and its applications
... periodic solutions of the well-known Camassa-Holm equation have been studied by some specialists, see ...periodic problems. Recently, Ma et al. [, ] studied the existence of positive ... See full document
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Existence of positive solutions for boundary value problems of p Laplacian difference equations
... Difference equations, the discrete analog of differential equations, have been widely used in many fields such as computer science, economics, neural network, ecology, cybernet- ics, ...of positive ... See full document
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