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Showing 1 to 8 of 8 for “"Zermelo"”.
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Problems Related to the Zermelo and Extended Zermelo Model
… thesis we consider a few results related to the Zermelo and Extended Zermelo Model as well as outline some partial results and open problems related thereto. First we will analyze a discrete dynamical system considering under what conditions the convergence of this dynamical system predicts the …
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A Proof That Every Set Can be Well-Ordered.
… consequence of the Axiom of Choice via the Moore-Zermelo Proposition. The work herein is completely my own and is not the result of suggestions made by any other person.
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Independence and conservativity results for intuitionistic set theory
… Lifschitz' realizability to intuitionistic Zermelo-Fraenkel set theory with two sorts, IZFN. In addition to separating Church's thesis with uniqueness condition from its general form in intuitionistic set theory, I also obtain several interesting corollaries. The interpretation repudiates a …
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Optimal trajectory-shaping with sensitivity and covariance techniques
… sensitive to prevalent uncertainties. A simple Zermelo boat problem is used to compare the methodologies for any combination of state initialization errors, state process noise, parametric biases, and parametric process noise, under any predefined feedback control law. The covariance technique …
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Em torno da noção de conjunto
… primordial nos fun-damentos da Matemática. É Zermelo quem apresenta o primeiro sistema axiomático em que não se verificam os paradoxos da Teoria Ingénua dos Conjuntos. Considerando um subconjunto dos axiomas que constituem uma das actuais formalizações da Teoria Axio-mática dos Conjuntos …
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A páros összehasonlításokon alapuló rangsorolás módszertani és alkalmazási kérdései = Methodological and applicational issues of paired comparison based ranking
… and Shamis, 1998), sports (Landau, 1895, 1914; Zermelo, 1929) or psychology (Thurstone, 1927). The usual goal is to determine a winner (possibly a set of winners) or a complete ranking for the objects. There were some attempts to link the two areas (i.e. Bouyssou (2004)), however, they achieved …
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Categories with New Foundations
… have remained almost entirely within the Zermelo family. Quine’s New Foundations has received limited attention, despite being the one-sorted version of a theory mentioned as a possible foundation for Category Theory by Mac Lane and Eilenberg in their seminal paper on the subject. The lack …
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Ontology and the foundations of mathematics
… one should accept the axiom of replacement of Zermelo-Fraenkel set theory, when its applications within ordinary mathematics and the rest of science are often described as rare and recondite. We argue that this is not a question one should be interested in; replacement is required to ensure …