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Titlebook: Comparative Analysis of Deterministic and Nondeterministic Decision Trees; Mikhail Moshkov Book 2020 The Editor(s) (if applicable) and The

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发表于 2025-3-27 00:31:49 | 显示全部楼层
https://doi.org/10.1007/978-3-531-19047-1ems, decision trees over information systems, problems over information systems, classes of information systems, relationships among different parameters of problems, and upper and lower types of these relationships.
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Frank Früchtel,Wolfgang Budde,Gudrun Cyprianworks of the local approach, the study of decision trees for problems can be reduced to the study of decision trees for decision tables. We prove that, instead of arbitrary classes of information systems, we can consider classes containing only one information system. We also show that the matrix of
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https://doi.org/10.1007/978-3-531-90619-5triples . with .. For each pair . such that in the matrix . at the intersection of the row with index . and the column with index . either . or . stays, we study upper and lower bounds on the function . true for any sccf-triple ..
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Frank Früchtel,Gudrun Cyprian,Wolfgang Budde. For a given signature ., each local lower type ., ., and each pair . such that in the matrix . at the intersection of the row with index . and the column with index . either . or . stays, we study upper and lower bounds on the function . true for any sccf-triple ..
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Sozialer Raum und Soziale Arbeit,nimum complexity of deterministic, nondeterministic, and strongly nondeterministic decision trees, problems of construction of decision trees with the minimum complexity, and the problem of solvability of systems of equations over information systems. We study relationships among these problems and
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Upper Bounds and Algorithms for Construction of Deterministic Decision Trees for Decision Tables. Seered. These bounds and algorithms are based on the use of so-called additive-bounded uncertainty measures for decision tables. The bounds are true for any complexity function having the property .. When developing algorithms, we assume that the complexity functions have properties ., ., and ..
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Basic Definitions and Notationems, decision trees over information systems, problems over information systems, classes of information systems, relationships among different parameters of problems, and upper and lower types of these relationships.
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