Riesz transforms and commutators in the Dunkl setting
In this paper we characterise the optimal pointwise size and regularity estimates for the Dunkl Riesz transform kernel involving both the Euclidean metric and the Dunkl metric, where these two metrics are not equivalent. We further establish a suitable version of the pointwise kernel lower bound of the Dunkl Riesz transform via the Euclidean metric ...
Han, Yongsheng +3 more
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Approaching Bilinear Multipliers via a Functional Calculus. [PDF]
Wróbel B.
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A Refinement of the Robertson-Schrödinger Uncertainty Principle and a Hirschman-Shannon Inequality for Wigner Distributions. [PDF]
Dias NC, de Gosson MA, Prata JN.
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Improved estimates for the triangle inequality. [PDF]
Minculete N, Păltănea R.
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A data-driven framework for sparsity-enhanced surrogates with arbitrary mutually dependent randomness. [PDF]
Lei H, Li J, Gao P, Stinis P, Baker NA.
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An explicit transition density expansion for a multi-allelic Wright-Fisher diffusion with general diploid selection. [PDF]
Steinrücken M, Wang YX, Song YS.
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Greater Alpine river network evolution, interpretations based on novel drainage analysis. [PDF]
Winterberg S, Willett SD.
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The topography of a continental indenter: The interplay between crustal deformation, erosion, and base level changes in the eastern Southern Alps. [PDF]
Robl J +4 more
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Revisiting Beurling's theorem for Dunkl transform
We prove an analogue of Beurling's theorem in the setting of Dunkl transform, which improves the theorem of Kawazoe-Mejjaoli (\cite{Kawazoe}).
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