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  1. Context, Content, and the Occasional Costs of Implicature Computation.Raj Singh - 2019 - Frontiers in Psychology 10:456058.
    The computation of scalar implicatures is sometimes costly relative to basic meanings. Among the costly computations are those that involve strengthening `some' to `not all' and strengthening inclusive disjunction to exclusive disjunction. The opposite is true for some other cases of strengthening, where the strengthened meaning is less costly than its corresponding basic meaning. These include conjunctive strengthenings of disjunctive sentences (e.g., free-choice inferences) and exactly-readings of numerals. Assuming that these are indeed all instances of strengthening via implicature/exhaustification, the puzzle (...)
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  • A Novel Graphical Technique for Combinational Logic Representation and Optimization.Vedhas Pandit & Björn Schuller - 2017 - Complexity:1-12.
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  • Three paradoxes of medical diagnosis.G. William Moore & Grover M. Hutchins - 1987 - Theoretical Medicine and Bioethics 2 (2):197-215.
    Sadegh-zadeh [23] has proposed a theory of the relativity of medical diagnosis in terms of the time at which a diagnosis is accepted, the patient to whom the diagnosis applies, the physician who renders the diagnosis, the medical knowledge used, the diagnostic method applied, and the set of patient observations. Use of classical formal logic as the diagnostic method may result in three paradoxes: the paradoxes of consistency, completeness, and justifiable ignorance. These paradoxes may be resolved by the addition of (...)
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  • Sequent-type rejection systems for finite-valued non-deterministic logics.Martin Gius & Hans Tompits - 2023 - Journal of Applied Non-Classical Logics 33 (3):606-640.
    A rejection system, also referred to as a complementary calculus, is a proof system axiomatising the invalid formulas of a logic, in contrast to traditional calculi which axiomatise the valid ones. Rejection systems therefore introduce a purely syntactic way of determining non-validity without having to consider countermodels, which can be useful in procedures for automated deduction and proof search. Rejection calculi have first been formally introduced by Łukasiewicz in the context of Aristotelian syllogistic and subsequently rejection systems for many well-known (...)
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