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[PDF] Top 20 Nodal solutions for a sublinear elliptic equation

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Nodal solutions for a sublinear elliptic equation

Nodal solutions for a sublinear elliptic equation

... _ ruw7e'isgsehcDcDrulDª§gsbdªru¡l¬™š¡g ~u•D¡vXlDi3ªÎ•DƒehgW˜ w5bye lD¡kwswœj!wWr ™T¡eh~u~uiWvX qDisrub'l ru¡iWrul"lbdgWiWdbm¡g|ehgW~ gsehbd~à wsmc#¡¡llDisnDehFrurulXlDª!w^eLiW ¡¬7d[r] ... Voir le document complet

18

Global L∞ gradient estimates for solutions to a certain degenerate elliptic equation

Global L∞ gradient estimates for solutions to a certain degenerate elliptic equation

... in a first version of [2] the regularity up to the boundary has not been dealt with in an adequate ...using a shorter strategy, which heavily relies on some regularity results, contained in the paper [7] by ... Voir le document complet

21

Geometry of phase space and solutions of semilinear elliptic equations in a ball

Geometry of phase space and solutions of semilinear elliptic equations in a ball

... the equation ∆u + u p + λ u = 0 is written in a general bounded smooth domain Ω and supplied with zero Dirichlet boundary conditions as in (1), then for any value of the exponent p, no solution ... Voir le document complet

16

Stationary solutions for the 2D critical Dirac equation with Kerr nonlinearity

Stationary solutions for the 2D critical Dirac equation with Kerr nonlinearity

... set A 0 is bounded and that A 1 is non-empty and ...11). Solutions tending to the origin are expected to appear in the shooting procedure when λ passes from A k to A k+1 , as in (Figure ... Voir le document complet

25

Uniqueness and long time asymptotic for the Keller-Segel equation: The parabolic-elliptic case

Uniqueness and long time asymptotic for the Keller-Segel equation: The parabolic-elliptic case

... mass and qualitative properties of the solutions. Electron. J. Differential Equations (2006), No. 44, 32 pp. (electronic). [9] Brezis, H. Analyse fonctionnelle. Collection Math´ ematiques Appliqu´ ees pour la ... Voir le document complet

28

Numerical solution of the second boundary value problem for the Elliptic Monge-Ampère equation

Numerical solution of the second boundary value problem for the Elliptic Monge-Ampère equation

... solution. For sufficiently regular solutions, we expect the filtered scheme to reduce to the more accurate scheme, which has a formal accuracy of O(dx 2 ...). For singular solutions, we ... Voir le document complet

41

Superlinear elliptic equation for fully nonlinear operators without growth restrictions for the data

Superlinear elliptic equation for fully nonlinear operators without growth restrictions for the data

... find solutions which explode at the boundary of a bounded ...shown for various cases of linear and nonlinear second order elliptic operators in divergence ...See for instance the work ... Voir le document complet

19

$S$-integral solutions to a Weierstrass equation

$S$-integral solutions to a Weierstrass equation

... Moreover, a p-adic analogue of this method, that would be needed for the S-integer solutions, is not yet fully available, mainly due to the fact that there is not yet a fully explicit theory ... Voir le document complet

22

Classification of the Solutions of Semilinear Elliptic Problems in a Ball

Classification of the Solutions of Semilinear Elliptic Problems in a Ball

... Dauphine) for their kind hospitality while part of this work was ...of nodal solutions for the semilinear elliptic equations with critical Sobolev ex- ... Voir le document complet

31

Entire solutions of fully nonlinear elliptic equations with a superlinear gradient term

Entire solutions of fully nonlinear elliptic equations with a superlinear gradient term

... F (D 2 u) − |u| s−1 u = f (x) in R n (1.2) where f ∈ L n loc (R n ) and the solution u is intended in the L n -viscosity sense. In [8] Galise and Vitolo generalized the previous results for operators depending ... Voir le document complet

23

A conservation law with spatially localized sublinear damping

A conservation law with spatially localized sublinear damping

... function a(x) given by (1.18). The numerical parameters are u0(x) = K = 1.25, A = 1/4, δ = 1, δt = 10 −5 and δx = 5 · 10 −5 ...the solutions for α = 3/4 and α = 1 are plotted on Figure ...of ... Voir le document complet

44

Asymptotic expansions for interior solutions of semilinear elliptic problems

Asymptotic expansions for interior solutions of semilinear elliptic problems

... d’un probl` eme de commande optimale semi lin´ eaire elliptique p´ enalis´ e R´ esum´ e : Dans ce travail nous consid´ erons le probl` eme de commande optimale d’une ´ equation semi lin´ eaire elliptique avec ... Voir le document complet

29

A semilinear elliptic equation with a mild singularity at u=0: Existence and homogenization

A semilinear elliptic equation with a mild singularity at u=0: Existence and homogenization

... has a stronger behaviour, no global energy estimates are available for the ...homogenization. For this reason, we will have to introduce a convenient (complicated) framework, in which we will ... Voir le document complet

42

On a semilinear elliptic equation with inverse square potential

On a semilinear elliptic equation with inverse square potential

... Lions, A note on isolated singularities for linear elliptic equations, Mathematical analysis and applications, ...Blow-up solutions of some nonlinear elliptic problems, ... Voir le document complet

8

Existence of Nodal Solutions for Dirac Equations with Singular Nonlinearities

Existence of Nodal Solutions for Dirac Equations with Singular Nonlinearities

... supported solutions for a sub-linear elliptic equation with any given number of ...the solutions of their system of equations hit ...these solutions and the ...state ... Voir le document complet

26

Existence of strong solutions for a system of interaction between a compressible viscous fluid and a wave equation

Existence of strong solutions for a system of interaction between a compressible viscous fluid and a wave equation

... weak solutions) and in [ 4 ] (existence of strong ...weak solutions with a similar model but without damping on the plate ...weak solutions was obtained in the case of more complex models: ... Voir le document complet

22

Monokinetic solutions to a singular Vlasov equation from a semiclassical perspective

Monokinetic solutions to a singular Vlasov equation from a semiclassical perspective

... and x → +∞, or, even, no limit at all. The plan of the paper is the following. Section 2 recalls the main steps of the derivation of the model for λ > 0 and related mathematical results. In Section 3, we show ... Voir le document complet

17

The phase retrieval problem for solutions of the Helmholtz equation

The phase retrieval problem for solutions of the Helmholtz equation

... reconstructing a function from its modulus or the modulus of some transform of it (frame coef- ficient, Fourier ...[Ja] for descriptions of various instances of this problems, some solutions to it ... Voir le document complet

20

A probabilistic approach to classical solutions of the master equation for large population equilibria

A probabilistic approach to classical solutions of the master equation for large population equilibria

... reason for analysing the master equation by means of probabilistic argu- ments is that equilibria in large population stochastic control problems driven by either individual or collective policies may be ... Voir le document complet

99

Very singular solutions to a nonlinear parabolic equation with absorptionII- Uniqueness

Very singular solutions to a nonlinear parabolic equation with absorptionII- Uniqueness

... that a very singular solution u formally satisfies u(0, x) = 0 if x ∈ R N \ {0} and u(0, 0) = +∞ and thus belongs to the class of solutions having initial data taking infinite values on some subset of R N ... Voir le document complet

18

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