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Composition operators on the normal weight Dirichlet type space in the unit disc
Let p > 0 and ν be a normal function on [0, 1). In this paper, several equivalent characterizations are given for which composition operators are...
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On Substitutions with a Weight in the Space of Operator Lipschitz Functions
Operators of the form f ⟼ x β f ( x α ) are treated. Among other things, it is proved that such an operator acts on the class of operator Lipschitz...
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Weight Modules
The theory of weight modules over reductive Lie algebras is a well-established branch of representation theory. For root-reductive Lie algebras, the...
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Non-vanishing of derivatives of L-functions associated to cusp forms of half-integral weight in the plus space
We show a non-vanishing result for the derivatives of L-functions associated to cuspidal Hecke eigenforms of half-integral weight in plus space. In...
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Predual space and Calderón construction for grand weighted Morrey spaces, and some applications
We investigate duality and interpolation problems in two-weighted grand Morrey spaces. In particular, we discuss the predual space and Calderón...
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Integral Estimates and Multiplier Operators from Normal Weight General Function Spaces to Bloch Type Spaces
In this paper, we investigate the boundedness of the multiplier operator between the normal weight general function space and the normal weight Bloch...
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On the Boundedness of the Hilbert Transform from Weighted Sobolev Space to Weighted Lebesgue Space
Under some restrictions on weight functions we obtain sufficient conditions for the boundedness of the Hilbert transform from weighted Sobolev space...
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Catenaries and Singular Minimal Surfaces in the Simply Isotropic Space
This paper investigates the hanging chain problem in the simply isotropic plane and its 2-dimensional analog in the simply isotropic space. The...
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The Gleason’s problem on normal weight general function spaces in the unit ball of ℂn
In this paper, we first discuss the boundedness of certain integral operator T t on the normal weight general function space F ( p, μ, s ) in the unit...
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Weyl Group Characters Afforded By Zero Weight Spaces
Let G be a compact Lie group with Weyl group W . We give a formula for the character of W on the zero weight space of any finite-dimensional...
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Schatten Classes and Commutator in the Two Weight Setting, I. Hilbert Transform
We characterize the Hilbert–Schmidt class membership of commutator with the Hilbert transform in the two weight setting. The characterization depends...
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Locally harmonic Maass forms of positive even weight
We twist Zagier’s function f k,D by a sign function and a genus character. Assuming weight 0 < k ≡ 2 (mod 4), and letting D be a positive non-square...
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A representation for the reproducing kernel of a weighted Bergman space
For a weight function in the unit disk which is the modulus of a finite product of powers of Blaschke factors, we give a canonical representation for...
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Radon–Kipriyanov Transform of Laplace Series by Weight Spherical Functions
AbstractIn this paper we consider the Radon–Kipriyanov transform and its relationship with the special Radon transform. The representation of plane...
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A Negative Weight Pseudotensor Formulation of Coupled Hemitropic Thermoelasticity
AbstractOriginating micropolar microrotation vectors and pseudovectors of presumably integer weights is discussed. Overwhelming majority...