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Classification of Weight Sequences
In this chapter, we uncover the role of an underlying random walk in the peeling process of random Boltzmann maps. We will study the possible...
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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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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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Lie Algebroids and Weight Systems
We put the Rozansky-Witten weight systems obtained from Lie algebroids by Voglaire & Xu, into the general machine provided by Kontsevich in the...
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On Orlicz classes defined in terms of associated weight functions
N-functions and their growth and regularity properties are crucial in order to introduce and study Orlicz classes and Orlicz spaces. We consider...
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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...
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Stability properties of ultraholomorphic classes of Roumieu-type defined by weight matrices
We characterize several stability properties, such as inverse or composition closedness, for ultraholomorphic function classes of Roumieu type...
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Crack modeling via minimum-weight surfaces in 3d Voronoi diagrams
As the number one building material, concrete is of fundamental importance in civil engineering. Understanding its failure mechanisms is essential...
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Refined two weight estimates for the Bergman projection
We prove sufficient conditions for the two-weight boundedness of the Bergman projection on the unit ball. The first condition is in terms of Orlicz...
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On Minimal Tilting Complexes in Highest Weight Categories
We explain the construction of minimal tilting complexes for objects of highest weight categories and we study in detail the minimal tilting...
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Period-like polynomials for L-series associated with half-integral weight cusp forms
Given the L -series of a half-integral weight cusp form, we construct polynomials behaving similarly to the classical period polynomial of an integral...
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A classification of harmonic weak Maaß forms of half-integral weight
We classify Harish-Chandra modules generated by the pullback to the metaplectic group of harmonic weak Maaß forms with exponential growth allowed at...
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Weight Polytopes and Energy Functionals of Toric Varieties
We prove that the weight polytope of the Hurwitz form of a polarized smooth toric variety coincides with the convex hull of the characteristic...
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Modular Forms of Non-positive Weight: Exact Formulas and Asymptotics of Their Fourier Coefficients
In addition to the holomorphic Eisenstein series \( G_{k}(z) \) in (...
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Hardy-Type Inequalities for the Jacobi Weight with Applications
We prove some new Hardy-type inequalities for the Jacobi weight function. The resulting inequalities contain additional terms with the weight...
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Off-Diagonal Two Weight Bumps for Fractional Sparse Operators
In this paper, we continue some recent work on two weight boundedness of sparse operators to the “off-diagonal” setting. We use the new “entropy...