Logic and Probability have a long partnership, having survi ved together as a legacy from Leibniz, Bernoulli, De Morgan, Boole, Bolzano, Peirce, Keynes, Carnap, Popper and several other contemporary thinkers. A ccording to this tradition, the problem of general izing logical consequence relations raises questio ns that transcends both logic and probability, as a consequence of modern logical pluralism. This al so leads to a probability pluralism, represented b y non-standard theories of probability (i.e., theo ries of probability based on non-classical logics) that open new avenues and pose new challenges to theory and to applications.
\n\nAll such t endencies and areas of investigation are naturally generalized to possibility logics, necessity logi cs and other credal calculi that extend probabilit y, considering that belief can be regarded as gene ralized probability or as evidence. This workshop intends to contribute to the state-of-the-art of s uch research topics, emphasizing the connections b etween all such topics.
\nSub mitted manuscripts should not have been published previously, nor be under consideration for publica tion elsewhere. All manuscripts will be refereed t hrough a peer-review process. Manuscripts should b e submitted in agreement with the UNILOG'2018 guid elines.
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