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Monotonic and non-monotonic inductive inference
New Generation Computing, 1991zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Chaos, Solitons & Fractals, 1996
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Kapitaniak, Tomasz, Thylwe, Karl-Erik
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Kapitaniak, Tomasz, Thylwe, Karl-Erik
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Games and Economic Behavior, 2018
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APPROXIMATION OF MONOTONE FUNCTIONS BY MONOTONE POLYNOMIALS
Russian Academy of Sciences. Sbornik Mathematics, 1993The direct theorem of Nikolskij-type for monotone polynomial approximation of smooth monotone functions is proved. That result is an extension of classic direct theorems in approximation without constraint of A. F. Timan, V. K. Dzyadyk, G. Freud, Yu. A. Brudnyi.
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2020
Extending previous work on monotonicity in morphology and morphosyntax, I argue that some of the most important constraints in syntax can be analyzed in terms of monotonic functions that map specific kinds of syntactic representations to fixed, universal hierarchies.
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Extending previous work on monotonicity in morphology and morphosyntax, I argue that some of the most important constraints in syntax can be analyzed in terms of monotonic functions that map specific kinds of syntactic representations to fixed, universal hierarchies.
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Monotonic and Non-monotonic Embeddings of Anselm’s Proof
Logica Universalis, 2017zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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On the monotonization of polyhedra
Mathematical Programming, 1996In polyhedral combinatorics one often has to analyze the facial structure of less than full dimensional polyhedra. The presence of implicit or explicit equations in the linear system defining such a polyhedron leads to technical difficulties when analyzing its facial structure.
E. Balas, FISCHETTI, MATTEO
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, 1998 This paper compares different integrals of scalar functions \(f\) with respect to a strongly bounded, finitely additive, Banach space valued measure \(m\) on a \(\sigma\) algebra of sets. The version of the \(m\)-integral used here takes \(\int_{(\cdot)}f dm\) to be the setwise limit of \(\int_{(\cdot)}f_n dm\) whenever the limit exists for some ...
SAMBUCINI, Anna Rita +2 more
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Unternehmensforschung Operations Research - Recherche Opérationnelle, 1967
Minty undPrager haben Netzwerke betrachtet, bei denen der Flus und die Spannung fur jede Kante durch eine monoton steigende Kurve gekoppelt sind. Die Aufgabe, Flus und Spannung im Netzwerk so zu bestimmen, das die Koppelung fur jede Kante erfullt ist, ist aquivalent zu jeder der beiden folgenden Aufgaben: 1.
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Minty undPrager haben Netzwerke betrachtet, bei denen der Flus und die Spannung fur jede Kante durch eine monoton steigende Kurve gekoppelt sind. Die Aufgabe, Flus und Spannung im Netzwerk so zu bestimmen, das die Koppelung fur jede Kante erfullt ist, ist aquivalent zu jeder der beiden folgenden Aufgaben: 1.
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Operations Research, 2004
In this paper we provide necessary and sufficient conditions for the distribution of demand in the future to be stochastically increasing in the demand that has been observed in the past. We base our analysis on the multiperiod inventory model examined by Eppen and Iyer (1997).
Çagri Haksöz, Sridhar Seshadri
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In this paper we provide necessary and sufficient conditions for the distribution of demand in the future to be stochastically increasing in the demand that has been observed in the past. We base our analysis on the multiperiod inventory model examined by Eppen and Iyer (1997).
Çagri Haksöz, Sridhar Seshadri
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