Let (X,T) be a linear dynamical system defined on a Banach space X and L_T :K_X* → K_X* be defined by L_T S = TS,where K_X* = span{<·,y*x :y* ∈ X*,x ∈ X}.This paper first obtains the equivalence of the (syndetically) weak multi-sensitive compactness between (...
Spherical mean operatorSpherical mean two-wavelt localization operatorsSchatten–von Neumann classIn this paper, we prove the boundedness and compactness of localization operators associated with spherical mean wavelet transforms, which depend on a symbol and two spherical mean wavelets on \\(L^{p}(...
On a compact three-dimensional Riemannian manifold with boundary, we prove the compactness of the full set of conformal metrics with positive constant scalar curvature and constant mean curvature on the boundary. This involves a blow-up analysis of a Yamabe equation with critical Sobolev exponents ...
F. De Marchis, R. Lo´ pez-Soriano, D. Ruiz, Compactness, existence and multiplicity for the singular mean field problem with sign-changing potentials, J. Math. Pures Appl. (9) 115 (2018), 237-267.F. De Marchis, R. Lo´pez-Soriano, and D. Ruiz. Compactness, existence and ...
Compactness of scalar-flat conformal metrics on low-dimensional manifolds with constant mean curvature on boundaryBoundary Yamabe problemCompactnessBlow-up analysisPositive mass theoremBLOW-UP PHENOMENAYAMABE PROBLEMUNIQUENESS THEOREMSEXISTENCE THEOREMDEFORMATIONS...
CompactnessFinite total curvatureGiven a complete hypersurface in the Euclidean space, we assume that the second fundamental form is bounded and the mean curvature is bounded from below by a positive constant. We prove that if the Lp-norm of the trace-free second fundamental form for some p≥2...
CompactnessLebesgue–Bochner spacerandom dynamical systemmean-square random attractorstochastic partial differential equationLet (Ω,,) be a probability space and let X be a separable Banach space. It is shown a subset V of Lp((Ω,,);X), where 1≤p<∞, is relatively compact in Lp((Ω,,)...
Next, we give results on the boundedness and compactness of localization operators associated with the spherical mean Wigner transform on Lp(d), 1p.Mejjaoli, HatemTrimeche, KhalifaTaibah Univ Dept Math Coll Sci POB 30002 Al Madinah Al Munawarah Saudi ArabiaComplex analysis and operator theory...
Eternal forced mean curvature flows I: a compactness resultdoi:10.1007/S10711-014-9957-3Graham SmithSpringer Netherlands
SaffariniJ.MatthiesenSpringer-VerlagApplied Physics ASaffarini, G, Matthiesen, J (2001) Molar volume and compactness versus mean coordination number in Ge-Se-Fe glasses: Observation of a threshold behavior. Applied Physics A: Materials Science and Processing 73 621-623....