[PDF] Top 20 The eigenvalue problem for the p Laplacian like equations
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The eigenvalue problem for the p Laplacian like equations
... the eigenvalue problem (1.1). Also, the method we used, the mountain pass theorem and the minimax principle, is different from [7] and some other re- lated papers (see [7] and the references therein). We got ... See full document
12
Multiplicity for fractional differential equations with p-Laplacian
... differential equations with p-Laplacian operator also arise in different research areas such as physical and natural phenomena, non-Newtonian mechanics, nonlinear elasticity and glaciology, combustion ... See full document
14
GPT-Free Sensitivity Analysis for Reactor Depletion and Analysis.
... adjoint equations. The GPT adjoint equations are similar in form to the forward equations (in the form of a generalized eigenvalue problem) but they require an inhomogeneous source ... See full document
231
Positive solutions for nonlinear double impulsive differential equations with p-Laplacian on infinite intervals
... with p-Laplacian operator and infinite impulsive times on infinite intervals has not been considered till ...differential equations with p-Laplacian on an infinite ... See full document
22
Positive solutions and eigenvalue intervals for a second order p Laplacian discrete system
... The discrete boundary value problems arise in different fields of research. For instance, they are widely used in discrete optimization, computer science, population genetics, and so on. Therefore, different types of ... See full document
9
Periodic solutions of p Laplacian equations with singularities
... where p > is a constant, f : [, +∞) → R is an arbitrary continuous function, h : R → R is a T -periodic function with h ∈ L ∞ [, ...to p-Laplacian-Liénard ...the equations studied by ... See full document
12
Viscous linear instability of an incompressible round jet
... stability equations are de- rived from the Navier Stokes equations in cylindrical polar coordi- ...governing equations are integrated by a fifth-order variable step Runge-Kutta ... See full document
33
Existence of a positive solution for a-Laplacian semipositone problem
... For the semipositone case, it has always been a challenge to find a nonnegative subso- lution. Here we employ a method similar to that developed in [5, 6] to construct a positive subsolution. Namely, we decompose the ... See full document
5
Asymptotic behavior of even order damped differential equations with p Laplacian like operators and deviating arguments
... pointed out by Hale [], differential equations have applications in the natural sciences, engineering technology, and automatic control. In particular, equation (.) has numer- ous applications in continuum ... See full document
18
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
17
Existence of positive solutions for eigenvalue problem of nonlinear fractional differential equations
... Fractional differential equations have been of great interest recently. It is caused both by the intensive development of the theory of fractional calculus itself and by the applications of such constructions in ... See full document
8
Existence of periodic solutions for a class of p-Laplacian equations
... it follows that problem (.) admits a solution. It is easily seen that the result of [] cannot be applied to this case. Note that one can also obtain the solvability of (.) in this case by the result of [], ... See full document
11
Periodic solutions for p-Laplacian Rayleigh equations with singularities
... the equations with a singular- ity began with some work of Forbat and Huaux ...such problem was renewed by Gordon in [, ], and Lazer and Solimini in ...this problem, here, we refer the reader to ... See full document
12
p Laplacian functional dynamic equations on time scales
... dynamic equations on time scales has been a new important mathematical branch (see, for example, [– ...for p-Laplacian functional dynamic equations on time scales [, ... See full document
10
Infinitely Many Solutions for Perturbed Hemivariational Inequalities
... We deal with a perturbed eigenvalue Dirichlet-type problem for an elliptic hemivariational inequality involving the p-Laplacian. We show that an appropriate oscillating behaviour of the ... See full document
19
Positivity of the infimum eigenvalue for equations of p(x)-Laplace type in RN
... This paper is organized as follows. In Section , we state some basic results for the vari- able exponent Lebesgue-Sobolev spaces, which are given in [, ]. In Section , we give sufficient conditions on φ and f to ... See full document
12
Asymptotics and oscillation of nth order nonlinear differential equations with p Laplacian like operators
... In this paper, we have discussed the asymptotics and oscillation for nth-order nonlinear differential equation (.), where the deviation argument g(t) may be retarded, advanced, or mixed. Under certain assumptions, we ... See full document
16
A Class of --Laplacian Type Equation with Potentials Eigenvalue Problem in
... When p q 2, problem ...Schrodinger equations with steep potential ...this problem can be written in a variational form. We know that W 1,p R N is not a Hilbert space for 1 < p ... See full document
19
Solvability of Second Order Delta-Nabla p-Laplacian m-point Eigenvalue Problem on Time Scales
... The theory of dynamic equations on time scales was introduced firstly by Stefan Hilger in 1988. Since then, more and more scholars are interested in this area. The main reason is that the time scale theory can not ... See full document
12
The uniqueness of solution for a fractional order nonlinear eigenvalue problem with p Laplacian operator
... where < β ≤ , < α ≤ , ≤ a ≤ , < ξ < . By using Krasnosel’skii’s fixed point the- orem and the Leggett-Williams theorem, some sufficient conditions for the existence of positive solutions to the above ... See full document
9
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