Titlebook: Automata, Languages and Programming; 25th International C Kim G. Larsen,Sven Skyum,Glynn Winskel Conference proceedings 1998 Springer-Verla

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永久

撤退

glucagon

Simple linear-time algorithms for minimal fixed points,l checking. Our algorithms run in linear-time, matching the complexity of the best existing algorithms for similar problems, and are simple to understand. The main novelty of our global algorithm is that it does not use the counter and “reverse list” data structures commonly found in existing linear

關(guān)心

,Hardness results for dynamic problems by extensions of Fredman and Saks’ chronogram method,ies or the right answer ±1 as an oracle. We prove that for the dynamic partial sum problem, these new powers do not help, the problem retains its lower bound of Ω(log ./log log .)..From these results we easily derive a large number of lower bounds of order Ω(log ./log log .) for conventional dynamic

DEFER

狗窩

Partial-congruence factorization of bisimilarity induced by open maps,one in the setting of a concrete category supporting algebraic constructions of subobject and quotient. Some sufficient condition is found for bisimilarity to be factorizable by the greatest .. We also find a necessary and sufficient condition for a factorization of bisimilarity: quotients by all ma

個(gè)人長(zhǎng)篇演說(shuō)

Reset nets between decidability and undecidability,ility is undecidable in all these extensions (indeed they are Turing-powerful), we exhibit unexpected frontiers for the decidability of Termination, Coverability, Boundedness and place-Boundedness. In particular, we show counter-intuitive separations between seemingly related problems. Our main theo

Aqueous-Humor

Encephalitis

,Difficult configurations — on the complexity of ,,in a global state, also called configuration. The logic is shown to be non-elementary with the main reason for this complexity being the nesting of until operators in formulas. The fragment of the logic without the until operator is shown to be EXPSPACE-complete.