Acta Mathematica .S. J. Long.On Compact Composition Operators on a Class of Holomorphic Function Spaces over the unit ball in Cn.Acta Mathematica.S. J. Long.On Compact Composition Operators on a Class of Holomorphic Function Spaces over the unit ball in Cn. Acta Mathematica ....
Weakly compact composition operators on analytic vector-valued function spaces polygonNeumann-to-Dirichlet mapexponentially growing solutionreconstruction formulaconvex hullCauchy problemCarleman functionLet X be a Banach space. It is ... J Bonet,P Domański,M Lindström - Annales- Academiae Scientiarum ...
The embedding theorems in Besov-L... VB Shakhmurov - 《Science China Mathematics》 被引量: 4发表: 2010年 Norm, essential norm and weak compactness of weighted composition operators between dual Banach spaces of analytic functions In this paper we estimate the norm and the essential norm of ...
spaces47B33In this paper, a general function space X(Bn) over the unit ball in ℂn with norm ∥·∥X(Bn) is introduced. It contains all Hardy space, Bergman space, Besov space etc. The author gives a formulation of a compact composition operator on X(Bn), related to works of [8...
ON COMPACT COMPOSITION OPERATORS ON A CLASS OF HOLOMORPHIC FUNCTION SPACES OVER THE UNIT BALL IN C^n全纯函数空间单位球紧凑运营商Bergman空间Hardy空间Besov空间组成In this paper, a general function space X(B n ) over the unit ball in C n with norm · X(Bn) is introduced. It contains all ...
ON COMPACT COMPOSITION OPERATORS ON A CLASS OF HOLOMORPHIC FUNCTION SPACES OVER THE UNIT BALL IN C~n 全纯函数空间单位球紧凑运营商Bergman空间Hardy空间Besov空间组成In this paper, a general function space X(B n ) over the unit ball in C n with norm · X(Bn) is introduced. It contains all...
Compact Lie groupsRuzhansky–Turunen calculusGlobal analysisIn this note, we study the mapping properties of global pseudo-differential operators with symbols in Ruzhansky-Turunen classes on Besov spaces $B^{s}_{\\infty,\\infty}(G).$ The considered classes satisfy Fefferman type conditions of ...
We will restrict our attention to pseudo-differential operators with symbols of limited regularity.doi:10.48550/arXiv.1610.09042Cardona, DuvánSpringer USJournal of Fourier Analysis and ApplicationsCardona D. Nuclear pseudo-differential operators in Besov spaces on compact Lie groups, J. Fourier Anal. ...
In this paper we study the Besov continuity of pseudo-differential operators\non compact homogeneous manifolds $M=G/K.$ We use the global quantization of\nthese operators in terms of the representation theory of compact homogeneous\nmanifolds.Duván Cardona...
In this paper we study the Besov continuity of pseudo-differential operators on compact homogeneous manifolds $M=G/K.$ We use the global quantization of these operators in terms of the representation theory of compact homogeneous manifolds.