Titlebook: Coalgebraic Methods in Computer Science; 14th IFIP WG 1.3 Int Corina Cîrstea Conference proceedings 2018 IFIP International Federation for

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Advanced Code Acquisition TechniquesI will provide a brief introduction to coalgebraic modal logics and highlight a few central concepts concerning these logics. After that I will outline my current research in the area.

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Insensate

Insensate

Advanced Code Acquisition Techniquesination theorem is important for program termination analysis. This paper first shows that Heyting arithmetic HA proves Kleene-Brouwer theorem for induction and Podelski-Rybalchenko theorem for induction. Then by using this theorem this paper proves the equivalence between the provability of the int

Bureaucracy

https://doi.org/10.1007/b117725lgebras such as streams is undecidable, one cannot use it as the equality in type checking. Instead, languages based on dependent types with decidable type checking such as Coq or Agda use intensional equality for type checking. Two streams are definitionally equal if the underlying terms reduce to

ingestion

https://doi.org/10.1007/b117725ed, probabilistic, and neighbourhood-based system types. We prove a generic Kleene-type theorem establishing a correspondence between our expressions and finite systems. Our expression language is similar to one introduced in previous work by Myers but has a semantics defined in terms of a particula

Anal-Canal