103 citations
Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.
- Czech Academy of SciencesCZ6 papers
- Institut National des Sciences Appliquées Centre Val de LoireFR4 papers
- Services déconcentrés d'appui à la recherche Val de LoireFR4 papers
- Université d'OrléansFR4 papers
- Czech Academy of Sciences, Institute of Computer ScienceCZ3 papers
- KU LeuvenBE2 papers
- University of WarsawPL2 papers
- Canadian Institute for Advanced ResearchCA1 paper
- Czech Academy of Sciences, Institute of SociologyCZ1 paper
- Harvard UniversityUS1 paper
- Institute of Philosophy of the Slovak Academy of SciencesSK1 paper
- Institut NéelFR1 paper
5 papers · 1 filter
Non-standard modalities in paraconsistent Gödel logic
Marta Bilkova, Sabine Frittella, Daniil Kozhemiachenko
We introduce a paraconsistent expansion of the Gödel logic with a De Morgan negation and modalities and . We equip it with Kripke semantics on…
Two-layered logics for paraconsistent probabilities
Marta Bilkova, Sabine Frittella, Daniil Kozhemiachenko +1
We discuss two two-layered logics formalising reasoning with paraconsistent probabilities that combine the Lukasiewicz -valued logic with Baaz operator and the B…
Qualitative reasoning in a two-layered framework
Marta Bilkova, Sabine Frittella, Daniil Kozhemiachenko +1
The reasoning with qualitative uncertainty measures involves comparative statements about events in terms of their likeliness without necessarily assigning an exact numerical value…
Reasoning with belief functions over Belnap--Dunn logic
Marta Bílková, Sabine Frittella, Daniil Kozhemiachenko +2
We design an expansion of Belnap--Dunn logic with belief and plausibility functions that allow non-trivial reasoning with inconsistent and incomplete probabilistic information. We…
Notes on bounded induction for the compositional truth predicate
Mateusz Łełyk, Bartosz Wcisło
We prove that the theory of the extensional compositional truth predicate for the language of arithmetic with -induction scheme for the truth predicate and the full arithmetic…