Global ETD Search
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Showing 1 to 8 of 8 for “"Proper subset"”.
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Gramáticas e linguagens indiciais probabilísticas
… class of languages generated by indexed grammars properly includes a11 context free languages and is a proper subset of the class of context sensitive languages. The objective in this work is to assign propability to each production of the indexed grammar and study the consistency of the indexed …
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Multishot Capacity of Adversarial Networks
… adversary who is restricted to corrupting a proper subset of the network edges. In 2018, Ravagnani and Kschischang established a combinatorial framework for adversarial networks. The study was recently furthered by Beemer, Kilic and Ravagnani, with particular focus on the one-shot capacity: a …
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Modal logics of provability
… We show this by first showing that GH is a proper subset of GL and then showing that the theorems missing from GH are properties of the provability predicate. We finally, show that GH is not complete with respect to the class of transitive, reversely well-founded models and hence not sound …
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A Proof That Every Set Can be Well-Ordered.
The purpose of this paper is to show that the Well-Ordering Theorem is a 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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A Combinatorial Approach to Nearly Uncoupled Markov Chains
… xt is the state of the system at time t. A subset E � S is referred to as an almost invariant aggregate if whenever xt 2 E, then with high probability xt+1 2 E, as well. That is, if there is a small positive value � such that if xt 2 E then the probability that xt+1 =2 E is less than or …
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Three Essays on Networks
… and it is shown that stable equilibria form a proper subset of the sequential ones, which gives a sharper prediction. The stable equilibria demonstrate star-like graphs, which is similar to the phenomenon "the law of the few" in the literature. Chapter three investigates the trade relationship …
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Connections between binary systems and admissible topologies
… various algebraic systems are examined. If the proper subset I contained in the groupoid G is such that the null set, the set G, and each singleton set of the elements in G-I form the basis for an admissible topology for G, then I is called a generalized ideal in G. Properties of generalized …