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Titlebook: A Journey from Process Algebra via Timed Automata to Model Learning; Essays Dedicated to Nils Jansen,Mariëlle Stoelinga,Petra van den Bos

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https://doi.org/10.1007/978-3-031-39924-4neous expressiveness from these logics, both by confining their syntax such that certain constraints (e.g., punctuality) are no longer expressible and by confining the model class, i.e. the traces or trajectories they are interpreted about, in physically justifiable ways (e.g., bounding the number o
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https://doi.org/10.1007/978-3-031-39924-4on, or that one is included in the other modulo some preorder relation. In the case of concurrent systems, which are often represented using labelled transition systems, the relations used for equivalence checking are bisimulations and their simulation preorders. In the case of probabilistic or stoc
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https://doi.org/10.1007/978-94-011-5064-4cal opposite, of bisimilarity, known as “apartness”. This gives a positive way of distinguishing two states (stating that they are not bisimilar). In [.] we have studied apartness (and bisimilarity) in general co-algebraic terms. As opposed to bisimilarity, which is co-inductive, apartness is an ind
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,Attitude — Facticity — Philosophy,able actions. These constitute by far the largest models ever presented to .  .. Our experimental evaluation is encouraging: e.g. in the hard game-mode the partitioning-refinement learning method of .  . reduces the expected number of guesses from a baseline of 7.67 to 4.40 using 1 million training
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