p-Laplace
Convergence rates in homogenization of p-Laplace equations
... This paper is concerned with homogenization of p-Laplace equations with rapidly oscillating periodic coefficients. The main difficulty of this work is due to the nonlinear structure in this field concerning ...
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Exponential robust stability of T-S fuzzy stochastic p-Laplace PDEs under zero-boundary condition
... nonlinear p-Laplace (p > ) Markovian jumping dynamic PDEs was first studied in ...nonlinear p-Laplace (p > ) dynamic PDEs under various complicated and practical factors, ...
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A nonlinear p-Laplace equation with critical Sobolev-Hardy exponents and Robin boundary conditions
... In this paper, we are concerned with a nonlinear p-Laplace equation with critical Sobolev-Hardy exponents and Robin boundary conditions. Through a compactness analysis of the functional corresponding to the ...
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The Fučik spectrum of the p-Laplace equations with different weights and its resonance problems
... In the present paper, our purpose is to construct the Fuˇcik spectrum C l ± (cf. (2.13) and (2.17) below) with different weights for the p-Laplacian. As an application, we will discuss the existence of nontrivial ...
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Positive solutions for P Laplace problems with nonlinear time fractional differential equation
... In this paper, we study the existence of positive solutions for P-Laplace semi-linear elliptic equations and the corresponding time-fractional equations. That is, we first establish the multiplicity of ...
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Three solutions for equations involving nonhomogeneous operators of p Laplace type in RN
... Ricceri’s theorems in [–] gave no further information on the size and location of an interval of values λ ∈ R for the existence of at least three critical points. However, further information concerning these points ...
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Robust stability of probabilistic delays fuzzy stochastic p Laplace dynamic equations
... nonlinear p-Laplace (p > ) item in the stability criteria for fuzzy stochastic p-Laplace PDEs with probabilistic delays still remains open and ...
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A positive solution of a p Laplace like equation with critical growth
... Recently, there have been some articles on stochastic partial differential equations (SPDEs) involving p-Laplace operator; see [, ]. Some estimates and properties of the solution of the corresponding ...
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Existence Results for a Nonlocal Problem Involving the p Laplace Operator
... the p-Laplacian “half-linear” ...The p-Laplace operator is very popular in nonlinear analysis and appears particularly in describing the behavior of compressible fluid in a homogeneous isotropic rigid ...
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Multiplicity results for nonlinear Neumann boundary value problems involving p-Laplace type operators
... The goal of the present paper is to establish the existence of at least two or three weak solutions for the problem (P) whenever the parameter λ belongs to a precise positive in- terval. To do this, we give a ...
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Constrained and unconstrained rearrangement minimization problems related to the p Laplace operator
... Let us describe the physical interpretation of (1.6) which is most realistic when p = 2. The goal is to identify a force function selected from R, in such a way that the total displacement of the membrane is as ...
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Blow-up for an evolution p-laplace system with nonlocal sources and inner absorptions
... with homogeneous Dirichlet boundary conditions in a smooth bounded domain Ω Î R N ( N ≥ 1), where p , q > 2, m , n , r , s ≥ 1, a, b > 0. Under appropriate hypotheses, the authors discuss the global ...
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Positivity of the infimum eigenvalue for equations of p(x)-Laplace type in RN
... The p(x)-Laplacian is a natural generalization of the p-Laplacian, where p > is a con- ...the p(x)-Laplace operator possesses more complicated nonlinearities than the ...
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Unbounded Supersolutions of Nonlinear Equations with Nonstandard Growth
... exponent p-Laplace equation is lower semicontinuous and that the singular set of such a function is of zero capacity if the exponent is logarithmically H¨older ...
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Blow-up and non-extinction for a nonlocal parabolic equation with logarithmic nonlinearity
... Qu, C., Bai, X., Zheng, S.: Blow-up versus extinction in a nonlocal p-Laplace equation with Neumann boundary conditions.. Qu, C., Liang, B.: Blow-up in a slow diffusive-Laplace equation w[r] ...
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Existence of an unbounded branch of the set of solutions for equations of p(x)-Laplace type
... the p-Laplacian and generalized operators, nonlinear eigenvalue and bifurcation problems have been extensively studied by many researchers in various ways of approach; see ...the p-Laplacian, under suitable ...
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Some results on radial symmetry in partial differential equations
... Abstract. In this paper we will discuss three different problems which share the same conclusions. In the first one we revisit the well known Faber–Krahn inequality for the principal eigenvalue of the ...
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A Computational Quadruple Laplace Transform for the Solution of Partial Differential Equations
... The Laplace transform has been effectively used to solve linear and non-linear ordinary and partial differen- tial equations and is used extensively in electrical ...The Laplace transform reduces a linear ...
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Yang-Laplace transform method Volterra and Abel's integro-differential equations of fractional order
... The main target of this paper is to take into account to application of Yang–Laplace transform to Volterra and local fractional Abel’s integro–differential equations with local fractional derivative and local ...
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Substitution relations for Laplace transformations
... A substitution theorem for the Laplace transformation and its generalization to transformations with symmetric kernel, Pacific J.. Substitution formulas for Laplace transformations, Math[r] ...
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