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Apr 13, 2012 · In this paper we explore the connections between the monadic second-order theory of one successor (MSO[<] for short) and the theories of ω- ...
In this paper we explore the connections between the monadic second-order theory of one successor (MSO[<] for short) and the theories of ω-layered structures ...
Oct 30, 2013 · The monadic second-order (MSO) theory of the n-layered (there are exactly n temporal domains) k-refinable (each time point can be refined into k ...
In this paper we explore the connections between the monadic second-order theory of one successor (MSO[<] for short) and the theories of ω-layered ...
Abstract. In this paper we explore the connections between the monadic second-order theory of one successor (MSO[<] for short) and the theories of ?-layered ...
Montanari, A., Peron, A., & Puppis, G. (2006). On the Relationships Between Theories of Time Granularity and the Monadic Second−order Theory of One Successor.
On the relationships between theories of time granularity and the monadic second-order theory of one successor. https://doi.org/10.3166/jancl.16.433-455 ...
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On the Relationships between Theories of Time Granularity and the Monadic Second-order Theory of One Successor. MONTANARI A;PERON, ADRIANO;PUPPIS G. 2006-01 ...
On the relationships between theories of time granularity and the monadic second-order theory of one successor.Angelo Montanari, Adriano Peron & Gabriele ...
Feb 21, 2023 · I'm assuming you want a formula φ(s,t,X) in MSO2 on graphs, stating that the set X is the shortest path from s to t.