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Titlebook: Computer Science Logic; 21 International Wor Jacques Duparc,Thomas A. Henzinger Conference proceedings 2007 Springer-Verlag Berlin Heidelbe

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https://doi.org/10.1007/978-1-4614-0317-3This paper considers logical formulas built on the single binary connector of implication and a finite number of variables. When the number of variables becomes large, we prove the following quantitative results: .. It follows that ..
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Classical and Intuitionistic Logic Are Asymptotically IdenticalThis paper considers logical formulas built on the single binary connector of implication and a finite number of variables. When the number of variables becomes large, we prove the following quantitative results: .. It follows that ..
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Omega-Regular Half-Positional Winning Conditionsndent strategy. We investigate winning conditions which guarantee such a property for all arenas, or all finite arenas. Our main result is that this property is decidable in single exponential time for a given prefix independent .-regular winning condition. We also exhibit a big class of winning conditions (XPS) which has this property.
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Strictly Pseudoconvex Manifolds,r strategies. We also use the Domain-theoretic setting to give an elegant compositional account of Cut-Elimination. This work is a continuation of previous joint work with Radha Jagadeesan [AJ94b] and Paul-André Melliès [AM99].
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https://doi.org/10.1007/978-1-4615-4525-5e upper and the lower bound is exponential or even larger. The article surveys several such frustrating cases, studies features that they share, and describes recent efforts (with partial success) to close the gaps.
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