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Titlebook: Computing and Combinatorics; 10th Annual Internat Kyung-Yong Chwa,J. Ian J. Munro Conference proceedings 2004 Springer-Verlag Berlin Heidel

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楼主: 夹子
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Thermodynamic Equilibria and Extremaal path lengths)..The combinatorial structure of the Huffman tree depends on the weights of keys, and thus the space of weights is tessellated into regions called . associated with the combinatorial structures. In this paper we investigate properties of this tessellation..We show that each optimal r
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Thermodynamic Modeling on Graphs,al optimally universal hash families, if the cardinalities of the universe and the range are powers of the same prime. A corollary of this result is that the necessary condition for the existence of an RBIBD with parameters (.,.,.), namely . mod . = .(.–1) mod (.–1) = 0, is sufficient, if . and . ar
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Thermodynamic Equilibria and Extrema Block Sorting was shown in [2] to be NP-hard. In this article, we improve upon the ideas used in [6] to obtain a combinatorial characterization of the optimal solutions of SBSM. Using this, we show that a strip move which results in a permutation of two or three fewer strips or which exchanges a pa
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Design Optimization Using Exergoeconomics,p to a finite number of the answers may be erroneous/mendacious. In the variant considered in this paper, questions with . many possible answers are allowed, with . fixed and known beforehand; further, lies are constrained by a weighted bipartite graph (the “channel”). We provide a tight asymptotic
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Exergy in the Thermal Systems Analysis,e transformation protocol to succeed was known. However, it has been an open problem to obtain a necessary and sufficient condition. This paper improves the transformation protocol and gives a necessary and sufficient condition for the improved transformation protocol to succeed.
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