bounded domains
Interpolatory curl free wavelets on bounded domains and characterization of Besov spaces
... Due to its potential use in many physical problems, like the simulation of incompressi- ble fluids or in electromagnetism, curl-free wavelet bases have been advocated in sev- eral articles and most of the study focus on ...
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Solution of Thermo-Fluid problems in Bounded Domains via the Numerical Panel Method
... The classical panel method has been extensively used in external aero- dynamics to calculate ideal ow elds around moving vehicles or stationary structures in unbounded domains. However, the panel method, as a ...
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A Complement to the Fredholm Theory of Elliptic Systems on Bounded Domains
... Although important issues are still being investigated today, the bulk of the Fredholm theory of linear elliptic boundary value problems on bounded domains was completed during the 1960s. For ...
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The dynamics of neural fields on bounded domains: an interface approach for Dirichlet boundary conditions
... on bounded domains with SFA that analyses spiral wave behaviour, the treatment of spiral waves from an interface per- spective would be an advance as it is not limited to synaptic connectivities with a ...
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The Dynamics of Neural Fields on Bounded Domains: An Interface Approach for Dirichlet Boundary Conditions
... in bounded domains by Faugeras et ...on bounded domains with SFA that analyses spiral wave behaviour, the treatment of spiral waves from an interface per- spective would be an advance as it is ...
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New representation of the non symmetric homogeneous bounded domains in ℂ4 and ℂ5
... We give analytically the complex structure J0 on this normal J-algebra s and the inner product on s, which produces the Ktihler metric on the corresponding solvable Lie group which is ho[r] ...
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Non existence of local solutions of semilinear heat equations of Osgood type in bounded domains
... We now prove our main result, in which we obtain non-existence of a local Lq -valued integral solution for certain initial data in Lq Ω, 1 ≤ q < ∞, under the asymptotic growth condition [r] ...
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Global well-posedness for the 2D Cahn-Hilliard-Boussinesq and a related system on bounded domains
... Jin, L, Fan, J, Nakamura, G, Zhou, Y: Partial vanishing viscosity limit for the 2D Boussinesq system with a slip boundary condition. Zhou, D: Global regularity for the two-dimensional Bo[r] ...
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A multiplicity result for the non homogeneous Klein Gordon Maxwell system in rotationally symmetric bounded domains
... a bounded ball, ...special bounded symmetric domains - balls or annuli - and obtain infinitely many radially symmetric solutions by using the variational ...
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Existence and multiplicity of nontrivial solutions for Schrödinger-Poisson systems on bounded domains
... Tang, X, Chen, S: Ground state solutions of Nehari-Pohozaev type for Schrödinger-Poisson problems with general potentials.. Zhang, Q: Existence uniqueness and multiplicity of positive so[r] ...
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A Multiplicity Result for Quasilinear Problems with Nonlinear Boundary Conditions in Bounded Domains
... In this paper, we obtain new existence results by using a variational method based on the properties of eigencurves, that is, properties of the map λ → μα, λ, where μα, λ denotes the pri[r] ...
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Approximate Controllability of a Reaction-Diffusion System with a Cross-Diffusion Matrix and Fractional Derivatives on Bounded Domains
... Zwart, An Introduction to Infinite-Dimensional Linear Systems Theory , vol.[r] ...
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Boundary value problems for elliptic partial differential operators on bounded domains
... Throughout this paper let (H, (·, ·)) and (K, (·, ·)) be Hilbert spaces. The linear space of bounded linear operators defined on H with values in K will be denoted by L(H, K). If H = K, we simply write L(H). We ...
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On the spectrum of the negative Laplacian for general doubly connected bounded domains
... This paper is devoted to asymptotic formulas for functions related with the spectrum of the standard Laplace operator in two and three dimensional bounded doubly connected domains with i[r] ...
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Numerical solutions for a class of SPDEs over bounded domains
... Abstract. The optimal filter for a bounded signal with reflecting boundary is approximated by the (un-weighted) empirical measure of a finite interacting particle system. The main motivation of this un-weighted ...
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Exact boundary controllability for the linear Korteweg-De Vries eqation - a numerical study
... The exact boundary controllability of linear and nonlinear Korteweg-de Vries equation on bounded domains was established in [15] by means of Hilbert Uniqueness Method.. The aim of these [r] ...
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Global large-data generalized solutions in a two-dimensional chemotaxis-Stokes system with singular sensitivity
... in two-dimensional smoothly bounded domains, which can be seen as a model to describe the migration of aerobic bacteria swimming in an incompressible fluid. It is proved that the corresponding ...
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A global compactness result for a critical nonlinear Choquard equation in \(\mathbb{R} ^{N}\)
... A global compact result for a semilinear elliptic problem with critical Sobolev nonlinear- ities on the bounded domains was obtained by Struwe [31] and Lions [17]. It was known that the sub-level which ...
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A nonlinear p-Laplace equation with critical Sobolev-Hardy exponents and Robin boundary conditions
... on bounded domains, Brezis and Lieb [] obtained an existence result of solutions for a class of elliptic equations with critical Sobolev nonlinearities by verifying a sub-level which satisfies the ...
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Smoothness to the Boundary of Biholomorphic Mappings
... This result is in the nature of a bootstrapping result from partial differential equations. It seems to be the first general result—for all pseudoconvex domains— of its kind. And it has some basis in the history ...
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