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It is known that the Bergman kernel associated with L k , where
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Estimates on the Bergman Kernels in a Tangential Direction on Pseudoconvex Domains in C3
Let Ω be a smoothly bounded pseudoconvex domain in C3 and assume that TΩreg(z0)
Sanghyun Cho
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New Poisson–Sch type inequalities and their applications in quantum calculus
The Poisson type inequalities, which were improved by Shu, Chen, and Vargas-De-Teón (J. Inequal. Appl. 2017:114, 2017), are generalized by using Poisson identities involving modified Poisson kernel functions with respect to a cone. New generalizations of
Tao Liu, Xinjuan Chen, Yifan Xing
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Vanishing Bergman Kernels on the Disk [PDF]
We discuss topics related to zeroes of the Bergman kernels, and present a method for generating Bergman kernels with arbitrarily, but finitely, many zeroes. It is also shown that a Bergman kernel induced by a radial weight on the unit disk cannot have infinitely many zeroes.
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Finite rank intermediate Hankel operators on the Bergman space [PDF]
In this paper we characterize the kernel of an intermediate Hankel operator on the Bergman space in terms of the inner divisors and obtain a characterization for finite rank intermediate Hankel operators.
Namita Das
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Regularity of the $$p-$$Bergman kernel
To appear in Calculus of Variations and PDE.
Bo-Yong Chen, Yuanpu Xiong
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ABSTRACT The inefficiencies of the global food system necessitate a shift towards a circular economy (CE) in food supply chains (FSCs). While research on CE in FSCs spans multiple disciplines, it often remains siloed within respective disciplinary boundaries, limiting its practical impact.
Lovish Raheja +2 more
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22 pages. All comments are welcome!
Bao, Shijie, Guan, Qi'an, Yuan, Zheng
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The Bergman kernel on monomial polyhedra. [PDF]
By a monomial polyhedron in \(\mathbb{C}^n\) the author means a finite intersection of elementary Reinhardt domains of the form \(\{z\in\mathbb{C}^n:|z^\alpha|
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Turning Down Mum's Cooking: The Ethics of Dietary Difference within Families
ABSTRACT Although food ethicists have called for greater attention to the relational context of eating for over a decade, the context of ‘eating with family’ remains largely ignored. But the family is both a morally specific relational context and one within which many people do most of their eating.
Megan A. Dean
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