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On a new type of singular point for meromorphic functions in the open unit disk
In this note, we will confirm the existence of a new type of singular point of an admissible meromorphic function in the unit disk. This work is a counterpart of the result of a meromorphic function with order in the complex plane studied by W. C. Lin and S. Mori.
Nan Wu, Zuxing Xuan
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Normalized Symmetric Differential Operators in the Open Unit Disk
Rabha W. Ibrahim
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A new linear fractional differential operator of multivalent functions defined in the open unit disk
Mohammed Ali Jasim, Zainab E. Abdulnaby
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Shortest Path Separators in Unit Disk Graphs
Embedded Systems and ApplicationsWe introduce a new balanced separator theorem for unit-disk graphs involving two shortest paths combined with the 1-hop neighbours of those paths and two other vertices.
Elfarouk Harb +2 more
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Slope Problem for Trajectories of Holomorphic Semigroups in the Unit Disk
, 2014It has been an open problem for about 10 years whether every trajectory of a parabolic one-parameter semigroup in the unit disk tends to the Denjoy–Wolff point with a definite (and common for all trajectories) slope.
Manuel D. Contreras +2 more
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The Maximum Clique Problem in a Disk Graph Made Easy
International Symposium on Computational GeometryA disk graph is an intersection graph of disks in $\mathbb{R}^2$. Determining the computational complexity of finding a maximum clique in a disk graph is a long-standing open problem. In 1990, Clark, Colbourn, and Johnson gave a polynomial-time algorithm
J. Keil, Debajyoti Mondal
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Critical care management of chimeric antigen receptor T‐cell therapy recipients
Ca-A Cancer Journal for Clinicians, 2022Alexander Shimabukuro-Vornhagen +2 more
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Low-dimensional wide-bandgap semiconductors for UV photodetectors
Nature Reviews Materials, 2023Ziqing Li, Xiaosheng Fang
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Phase retrieval in spaces of analytic functions on the unit disk
International Conference on Sampling Theory and Applications, 2017V. Pohl, Na Li, H. Boche
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Generic Behavior of Classes of Taylor Series Outside the Unit Disk
, 2019G. Costakis, A. Jung, J. Müller
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