Results 41 to 50 of about 21,674,610 (304)
Business Value From Intelligent Fields [PDF]
Proceedings of SPE Intelligent Energy Conference and Exhibition, 2010 Abstract The Smart Fields programme has been active in Shell over the last decade and has given large benefits. In order to understand the value and to underpin strategies for the future implementation programme, a study was carried out to quantify the benefits to date.
Frans van Berg +3 more
openaire +2 more sources
Comptes Rendus. Mathématique, 2021 In this note we show that a sharp rigidity estimate and a sharp Korn’s inequality for matrix-valued fields whose incompatibility is a bounded measure can be obtained as a consequence of a Hodge decomposition with critical integrability due to Bourgain ...
Conti, Sergio, Garroni, Adriana
doaj +1 more source
HENSELIAN VALUED FIELDS AND inp-MINIMALITY [PDF]
Journal of Symbolic Logic (JSL), 2016 We prove that every ultraproduct of p-adics is inp-minimal (i.e., of burden 1). More generally, we prove an Ax-Kochen type result on preservation of inp-minimality for Henselian valued fields of equicharacteristic 0 in the RV language.
A. Chernikov, Pierre Simon
semanticscholar +1 more source
Intuitionistic and Interval-Valued Fuzzy Set Representations for Data Mining
Algorithms, 2022 Data mining refers to a variety of techniques in the fields of databases, machine learning and pattern recognition. The intent is to obtain useful patterns and associations from a large collection of data.
Fred Petry, Ronald Yager
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On the structure of certain valued fields [PDF]
Annals of Pure and Applied Logic, 2016 For any two complete discrete valued fields $K_1$ and $K_2$ of mixed characteristic with perfect residue fields, we show that if each pair of $n$-th residue rings is isomorphic for each $n\ge1$, then $K_1$ and $K_2$ are isometric and isomorphic.
Junguk Lee, Wan Lee
semanticscholar +1 more source
Semisimple groups interpretable in various valued fields
Forum of Mathematics, SigmaWe study infinite groups interpretable in power bounded T-convex, V-minimal or p-adically closed fields. We show that if G is an interpretable definably semisimple group (i.e., has no definable infinite normal abelian subgroups) then, up to a finite ...
Yatir Halevi +2 more
doaj +1 more source
Stability Analysis of Complex-Valued Nonlinear Differential System
Journal of Applied Mathematics, 2013 This paper studies the stability of complex-valued nonlinear differential system. The stability criteria of complex-valued nonlinear autonomous system are established.
Tao Fang, Jitao Sun
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On the local univalence of nondegenerate holomorphic vector fields
Comptes Rendus. Mathématique, 2020 We prove that, in all dimensions, germs of nondegenerate holomorphic vector fields on complex manifolds are univalent in the sense of Palais (semicomplete in the sense of Rebelo), this is, that there exist neighborhoods of their singular points where all
Guillot, Adolfo
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Mathematics, 2023 Instead of the separation approach, this paper mainly centers on studying the fixed/preassigned-time (FXT/PAT) synchronization of a type of complex-valued stochastic fuzzy cellular neural networks (CVSFCNNs) with time delay based on the direct method ...
Mairemunisa Abudusaimaiti +2 more
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Brauer $p$-dimension of complete discretely valued fields [PDF]
Transactions of the American Mathematical Society, 2016 Let K be a complete discretely valued field of characteristic 0 with residue field k of characteristic p. Let n=[k:k^p] be the p-rank of k. It was proved by Parimala and Suresh that the Brauer p-dimension of K lies between n/2 and 2n.
Nivedita Bhaskhar, B. Haase
semanticscholar +1 more source