Sobolev type spacesFourier–Laguerre transformPeetre-type inequalityReillich-type theoremPoincaré's inequalitySobolev imbeddingregularity of solutionsSobolev type spaces E α s , p (α≥0, s ∈ R , p ∈[1,+∞]) are defined on R × N by using the Fourier transform and its inverse on the...
Numerical optimization for the calculus of variations by gradients on non-Hilbert Sobolev spaces using conjugate gradients and normalized differential equa... The purpose of this paper is to illustrate the application of numerical optimization methods for nonquadratic functionals defined on non-Hilbert Sob...
Archiv der Mathematik P. Meyer-Nieberg& C. Möller 66Accesses Explore all metrics Abstract. We present in this note an extension and an elementary proof of a characterization of¶σ(E∗,E)-sequentially precompact subsets ofE*, whereEis aσ-Dedekind complete M-space with a unit. ...
Fock-Sobolev Spaces of Fractional Order Fock-Sobolev space of fractional orderWeighted Fock spaceCarleson measureBanach dualComplex interpolationFor the full range of index , real weight alpha anCho... Cho,R Hong,Choe,... - Potential analysis: An international journal devoted to the interactions bet...
1.2 Equivariant Sobolev Spaces Here we recall some basic notations and facts mentioned in Sect. 2.3. For an m-equivariant function f, its radial part g:R+→C is defined to satisfy f(x)=g(r)eimθ, under the usual polar coordinates relation x1+ix2=reiθ. We use an abuse of notation ...
Complex interpolation and fourier multipliers for the spacesB p,q s andF p,q s of Besov-Hardy-Sobolev type: The case 0 Alterations of epigenetic modifications are promising targets for cancer therapy, and several epigenetic drugs are now being clinically utilized. At the sa... H Triebel - ...
Using the standard notation for Sobolev and Lebesgue spaces and their norms, let κ>0 be a diffusion coefficient in Ω, b∈W1,∞(Ω)d a divergence-free advective velocity field, and γ≥0 a reaction coefficient. As model problem, we consider the following advection–diffusion–reaction ...
Merucci, C.: Applications of interpolation with a function parameter to Lorentz, Sobolev and Besov spaces. In: Interpolation Spaces and Allied Topics in Analysis, pp. 183–201, Lecture Notes in Math., Vol. 1070, Springer, Berlin, 1984 ...
The class of Boehmians is a generalization of regular operators, Schwartz distributions, and other spaces of generalized functions 1].IMik... D Nemzer - Hindawi Publishing Corporation 被引量: 0发表: 1997年 A Note on Sobolev Spaces In the theory of averaging and other branches of mathematical ...
BS EN 50126-3-2006 Railway applications -The specification and demonstration of Reliability,Availability,Maintainability and Safety (RAMS) Part 3-Guide to the application of EN 50126-1 for.. 热度: Sobolev Spaces, with Applications to Elliptic Partial Differential Equations 热度: 美国大学教材 ...