Results 31 to 40 of about 1,577,706 (298)
Zernovì Produkti ì Kombìkorma, 2021 The results of studies of the quality of food and non-food grain of wheat from the southern regions of Ukraine in 2016 harvest are presented. The indicators of the quality of wheat grain were determined, the uniformity of their distribution in different ...
A. Penaki, A. Borta
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MV-Observables and MV-Algebras
Journal of Mathematical Analysis and Applications, 2001 Let \({\mathcal B}(R)\) be the \(\sigma\)-algebra of Borel subsets of \(R\), \({\mathcal T}_{\mathcal B}(R)\) the MV-algebra of all Borel measurable functions \(f: R\to [0,1]\). Usually an observable in an MV-algebra \(M\) is defined as a mapping \(x\) from the Borel \(\sigma\)-algebra \({\mathcal B}(R)\) to \(M\) such that \(x(R)\) is the greatest ...
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Subdirectly Irreducible MV-Algebras [PDF]
Czechoslovak Mathematical Journal, 2003 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Missing observation analysis for matrix-variate time series data [PDF]
, 2008 Bayesian inference is developed for matrix-variate dynamic linear models (MV-DLMs), in order to allow missing observation analysis, of any sub-vector or sub-matrix of the observation time series matrix.
Granado, Danielli Cristina, Henry, Raoul
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Epimorphisms between finite MV-algebras [PDF]
Mathematica Bohemica, 2017 MV-algebras were introduced by Chang to prove the completeness of the infinite-valued Łukasiewicz propositional calculus. Recently, algebraic theory of MV-algebras has been intensively studied.
Aldo V. Figallo, Marina B. Lattanzi
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Integrated water resources management as a new approach to water security [PDF]
, 2017 Access to safe water is a worldwide problem facing three quarters of a billion people every day. The problem of access to water is not primarily due to an overall scarcity of water, but rather the unequal geographical and seasonal distribution of the ...
E Swyngedouw +7 more
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On complete $MV$-algebras [PDF]
Czechoslovak Mathematical Journal, 1995 An element \(x\) of an \(MV\)-algebra (also called a Wajsberg algebra) is called an \(\alpha\)-atom if the interval \([0,x ]\) is a chain of cardinality \(\alpha\). The algebra \(A\) is said to be \(\alpha\)-atomic if for every \(y\in A\setminus \{0\}\) there is an \(\alpha\)-atoms \(x\) such that \(x\leq y\).
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Engineering Reports, 2021 This paper investigates on understanding the DC electrical discharges arising on the surface of feed‐through type indoor bushing with tar depositions. Such information not only provides diagnostic status but also characterizes the multitude of species ...
Philipp Schröder +3 more
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Acta Acustica, 2022 A low immission due to structure-borne sound sources is a major component of the acoustic quality inside buildings. After many years of research, methods have been standardised to characterise such sources (EN 15657) and to predict their impact in ...
Wittstock Volker +2 more
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Model Verification and the Likelihood Principle [PDF]
, 2013 The likelihood principle (LP) is typically understood as a constraint on any measure of evidence arising from a statistical experiment. It is not sufficiently often noted, however, that the LP assumes that the probability model giving rise to a ...
Fletcher, Samuel C.
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