[PDF] Top 20 Existence of blowup solutions for nonlinear problems with a gradient term
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Existence of blowup solutions for nonlinear problems with a gradient term
... Introduction and the main result Semilinear elliptic problems involving gradient term with boundary blowup interested many authors.. Namely, Bandle and Giarrusso [1] developed existence [r] ... See full document
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Existence of positive solutions for fourth-order semipositone multi-point boundary value problems with a sign-changing nonlinear term
... value problems we refer the reader to ...on nonlinear term plays an important role for boundary value ...the existence of positive solutions for multi-point boundary value ... See full document
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Anti-periodic boundary value problems involving nonlinear fractional q-difference equations
... value problems of nonlinear fractional q-difference equations have aroused considerable ...the existence and multiplicity of solutions or positive solutions for boundary value ... See full document
8
Eigenvalue problem for fractional differential equations with nonlinear integral and disturbance parameter in boundary conditions
... the existence, nonexistence, uniqueness, and multiplicity of positive solutions for a class of eigenvalue problems of nonlinear fractional differential equations with a nonlinear ... See full document
23
On decay and blow-up of solutions for a nonlinear beam equation with double damping terms
... global existence, the authors of [1] used the Galerkin ap- proximation method and the monotonicity method (see ...the existence and uniqueness of weak solutions to a class of nonlinear beam ... See full document
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Existence and uniqueness of bounded weak solutions for some nonlinear parabolic problems
... parabolic problems with non-standard ...the existence and ¯ uniqueness of an entropy solution to problem (P) without lower order terms were proved in [], under the assumption f ∈ L (Q) and F ≡ ... See full document
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Existence of Solutions for a Nonlinear Elliptic Equation with General Flux Term
... inhomogeneous norm, and so it lacks the homogeneity property: kf |k|f. However, for nonlinear problems such as 1.3, the homogeneity property may not be an essential factor— we try to explain that the new ... See full document
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Existence of Ordered Solutions to Quasilinear Schrödinger Equations with General Nonlinear Term
... nontrivial solutions of Schrödinger equations are very popular, involving differential equations, linear algebra and many sub- ...these problems cannot only develop new methods, such as minimizations [1] ... See full document
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Existence of solutions to a class of quasilinear elliptic problems with nonlinear singular terms
... where g(s) is singular at s = . They obtained similar results as that of []. Moreover, Boc- cardo and Orsina in [] discussed how the summability of f and the values of α affected the existence, regularity and ... See full document
8
Global and blow-up solutions for nonlinear parabolic problems with a gradient term under Robin boundary conditions
... the existence of a global solution, an upper estimate of the global solution, the sufficient conditions for the existence of a blow-up solution, an upper bound for ‘blow-up time’, and an upper estimate of ... See full document
12
Multiplicity of positive radial solutions of p-Laplacian problems with nonlinear gradient term
... p-Laplacian problems with nonlinear gradient term have been extensively studied via different methods [–], for example, critical point theory, Schauder’s fixed point theorem, Schaefer’s fixed ... See full document
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Existence of solutions for nonlinear Robin problems with the p-Laplacian and hemivariational inequality
... In all the aforementioned works, the nonlinearity is a Carathéodory function, a.e. j(z, x) is continuously differentiable in the variable x. In Barletta and Papageorgiou [], the au- thors consider a nonsmooth potential ... See full document
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Multiplicity Results via Topological Degree for Impulsive Boundary Value Problems under Non-Well-Ordered Upper and Lower Solution Conditions
... 8 showed some existence results for 1.3 under the non-well-ordered upper and lower solutions condition. For other results related to non-well-ordered upper and lower solutions, the reader is referred ... See full document
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Ground state sign-changing solutions for semilinear Dirichlet problems
... (Ne) seems to be essential in seeking a ground solution of Nehari type for (1.1), for ex- ample, see [14–16]. It is also necessary for the existence of a least energy sign-changing solution. In particular, under ... See full document
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Infinitely Many Solutions of Strongly Indefinite Semilinear Elliptic Systems
... Heinz, “Existence and gap-bifurcation of multiple solutions to certain nonlinear eigenvalue problems,” Nonlinear Analysis: Theory, Methods & Applications , vol. Yang, “Multiple solut[r] ... See full document
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Iterative Solutions of Singular Boundary Value Problems of Third-Order Differential Equation
... Third-order differential equations arise in a variety of different areas of applied mathematics and physics, such as the deflection of a curved beam having a constant or varying cross section, three-layer beam, ... See full document
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N o nl i ne a rM e t ho ds i n t he St udy o f Si ng ul a r P a r t i a l Di ff e r e nt i a l E q ua t i o ns
... researchers, despite a very extensive literature on the subject. This challenge is met in a general setting capable of modelling competition near the boundary (that is, 0 · ∞ near ∂Ω), which is very suitable to ... See full document
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The existence of solutions for nonlinear fractional multipoint boundary value problems at resonance
... the existence of solutions for multipoint boundary value problems (BVPs for short in the remaining) at nonresonance of FDEs (see ...the existence of solutions for a nonlinear ... See full document
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Existence of Positive Solutions for Boundary Value Problems of Nonlinear Functional Difference Equation with -Laplacian Operator
... value problems of differential and difference equations have been studied widely and there are many excellent results (see Erbe and Wang [1], Grimm and Schmitt [2], Gustafson and Schmitt [3], Weng and Jiang [4], ... See full document
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On global solution, energy decay and blow-up for 2-D Kirchhoff equation with exponential terms
... which implies w = by Gronwall’s inequality. Thus, we complete the proof of Theorem .. Remark . As is well known, the difficult for Kirchhoff equations is proving the approxi- mate solutions converge to the ... See full document
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