@InProceedings{ KustersWilke:FSTTCS:2002,
Author = {K{\"u}sters, Ralf and Wilke, Thomas},
Editor = "Agrawal, Manindra and Seth, Anil",
Abstract = "We show that the following problem is decidable and complete for deterministic exponential time. Given a formula of modal $\mu$- calculus, determine if the formula is equivalent to a formula without greatest fixed point operators. In other words, we show that the first level of the $\mu$-calculus fixed point alternation hierarchy is decidable in deterministic exponential time.",
Address = "Berlin, Heidelberg",
BookTitle = "Proc. of FSTTCS'02",
date-added = "2020-08-11 12:22:57 +0200",
date-modified = "2020-08-11 12:23:30 +0200",
ISBN = "978-3-540-36206-7",
Pages = "241--252",
Publisher = "Springer Berlin Heidelberg",
Title = "Deciding the First Level of the $\mu$-Calculus Alternation Hierarchy",
Year = "2002",
File = "Deciding the First Level of the {$\mu$}-Calculus Alternation Hierarchy - Küsters-Wilke2002\_Chapter\_DecidingTheFirstLevelOfTheΜ-Ca - a - a - k.pdf"
}
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