Results 11 to 20 of about 983,168 (284)
Pseudo o-Minimality for Double Stone Algebras [PDF]
Mathematics Interdisciplinary Research, 2023 Pseudo o-minimality is a generalization of o-minimality of linear orders to partial orders. Recently Lei Chen, Niandong Shi and Guohua Wu provided pseudo o-minimality for the class of Stone algebras. In this note we use quantifier elimination property to
Farhad Jahanian, Jafar Sadegh Eivazloo
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Partially Ordered Models [PDF]
Journal of Statistical Physics, 2010 54 pages, 11 figures, 6 simulations.
Fernandez, R., Deveaux, V.
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A new partial order based on core partial order and star partial order
Journal of Mathematical Inequalities, 2023 Summary: In this paper, we introduce a new partial order called CS partial order, which is based on the core partial order and star partial order. We give some characteristics of CS partial order by using polar decomposition. Then we apply the polar-like decomposition to introduce another new partial order called WC (weak CS) partial order, which is an
Zhang, Yang, Jiang, Zongyang
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Orders between Channels and Implications for Partial Information Decomposition
Entropy, 2023 The partial information decomposition (PID) framework is concerned with decomposing the information that a set of random variables has with respect to a target variable into three types of components: redundant, synergistic, and unique.
André F. C. Gomes +1 more
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Ordering Strict Partial Orders to Model Behavioral Refinement [PDF]
Electronic Proceedings in Theoretical Computer Science, 2018 Software is now ubiquitous and involved in complex interactions with the human users and the physical world in so-called cyber-physical systems where the management of time is a major issue.
Mathieu Montin, Marc Pantel
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On Information Orders on Metric Spaces
Information, 2021 Information orders play a central role in the mathematical foundations of Computer Science. Concretely, they are a suitable tool to describe processes in which the information increases successively in each step of the computation.
Oliver Olela Otafudu, Oscar Valero
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Axioms, 2019 We continue the presentation of new results in the calculus for interval-valued functions of a single real variable. We start here with the results presented in part I of this paper, namely, a general setting of partial orders in the space of compact ...
Luciano Stefanini +2 more
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Partial Order Rank Features in Colour Space
Applied Sciences, 2020 Partial orders are the natural mathematical structure for comparing multivariate data that, like colours, lack a natural order. We introduce a novel, general approach to defining rank features in colour spaces based on partial orders, and show that it is
Fabrizio Smeraldi +3 more
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Comparison of partial orders clustering techniques
Труды Института системного программирования РАН, 2018 In this paper, we compare three approaches of clustering partial ordered subsets of a set of items. First approach was k-medoids clustering algorithm with distance function based on Levenshtein distance.
A. Raskin
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Category forcings, $MM^{+++}$, and generic absoluteness for the theory of strong forcing axioms [PDF]
, 2015 We introduce a category whose objects are stationary set preserving complete boolean algebras and whose arrows are complete homomorphisms with a stationary set preserving quotient.
Viale, Matteo
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