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Dynamical property of hyperspace on uniform space
Demonstratio Mathematica, 2023 First, we introduce the concepts of equicontinuity, expansivity , ergodic shadowing property, and chain transitivity in uniform space. Second, we study the dynamical properties of equicontinuity, expansivity , ergodic shadowing property, and chain ...
Ji Zhanjiang
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Applied Sciences, 2022 In order to reduce the complexity of the receiving system for wideband signals, a novel space-borne high-resolution synthetic aperture radar (SAR) system with the non-uniform hybrid sampling technology is proposed in this paper.
Zhenghuan Xia +11 more
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Polarization visualization for low-irradiance regions by perceptually uniform color space
Defence Technology, 2021 Currently, polarization visualization strategies are accomplished by mapping polarization information into a perceptually uniform color appearance model CAM02-UCS.
Feng Zhao, Yue Dong, Jian-lei Zhang
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Uniform Page Migration Problem in Euclidean Space
Algorithms, 2016 The page migration problem in Euclidean space is revisited. In this problem, online requests occur at any location to access a single page located at a server.
Amanj Khorramian, Akira Matsubayashi
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Localic completion of uniform spaces [PDF]
Logical Methods in Computer Science, 2017 We extend the notion of localic completion of generalised metric spaces by Steven Vickers to the setting of generalised uniform spaces. A generalised uniform space (gus) is a set X equipped with a family of generalised metrics on X, where a generalised ...
Tatsuji Kawai
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Uniform Polylogarithmic Space Completeness
Frontiers in Computer Science, 2022 It is well-known that polylogarithmic space (PolyL for short) does not have complete problems under logarithmic space many-one reductions. Thus, we propose an alternative notion of completeness inspired by the concept of uniformity studied in circuit ...
Flavio Ferrarotti +3 more
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Index boundedness and uniform connectedness of space of the G-permutation degree
Applied General Topology, 2021 In this paper the properties of space of the G-permutation degree, like: weight, uniform connectedness and index boundedness are studied. It is proved that: (1) If (X, U) is a uniform space, then the mapping π s n, G : (X n , U n ) → (SP n GX, SP n GU ...
R. B. Beshimov +2 more
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On the space of subsets of a uniform space [PDF]
Proceedings of the American Mathematical Society, 1961 The set g of closed nonempty subsets of a metric space E can be made into a metric space by means of the well-known Hausdorff metric (Hausdorff [3, ?28]). When E is complete, so is g (see e.g. Kuratowski [6, ?29, no. IV]; Price [7]; Bourbaki [1, Chapter IX, ?2, ex. 71).
Robertson, A. P., Robertson, Wendy
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Uniform approximation for period-quadrupling bifurcations. [PDF]
, 1998 . We derive a uniform approximation for semiclassical contributions of periodic orbits to the spectral density which is valid for generic period-quadrupling bifurcations in systems with a mixed phase space.
Schomerus, Henning, Sieber, Martin
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