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On pathological disjunctions and redundant disjunctive conic cuts
Operations Research Letters, 2018zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Mohammad Shahabsafa +2 more
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Disjunction and Disjunctive Syllogism
Canadian Journal of Philosophy, 1998The validity of argument by disjunctive syllogism (henceforth, DS) has been denied by proponents of relevant and paraconsistent logic (who are sometimes one and the same). DS is stigmatised for its role in inferences — most notably C.I. Lewis's derivation of that fallacy of irrelevance ex falso quodlibet (EFQ) — that involve both it and other rules of ...
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Reducing Disjunctive to Non-Disjunctive Semantics by Shift-Operations
Fundamenta Informaticae, 1996It is wellknown that Minker's semantics GCWA for positive disjunctive programs P, i.e. to decide if a literal is true in all minimal models of P is ΠP2-complete. This is in contrast to the same entailment problem for semantics of non-disjunctive programs such as STABLE and SUPPORTED (both are co-NP-complete) as well as MsuppP and WFS (that are even ...
Jürgen Dix +2 more
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Disjunctive languages and codes
1977* A i A + A i " X + AB = {xylx c A, y ~ B}, A = o and = u A word w ~ is i=0+ i=l called primitive if w = fn, f c X , implies n = i. A non-empty language A such that A ~ X + is called a code if XlX2...x n = ylY2...y m and xi,Y j ~ A for every i and j implies n = m and x i = Yi for all i. A code A is said to be a prefix (suffix) code if A n AX + = ~ (A n
Huei-Jan Shyr, Gabriel Thierrin
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Mitral Annular Disjunction Assessed Using CMR Imaging
JACC: Cardiovascular Imaging, 2022Elisa Rauseo +2 more
exaly
Imaging Considerations and Clinical Implications of Mitral Annular Disjunction
Circulation: Cardiovascular Imaging, 2022Albert Y Sun +2 more
exaly
2012
This chapter considers whether disjunctions create any special problems for the view that knowledge is to be understood in terms of adequate information. It illustrates a disjunction through the scenario of a flipped coin: suppose a fair coin has been flipped and lies covered on the back of S's hand.
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This chapter considers whether disjunctions create any special problems for the view that knowledge is to be understood in terms of adequate information. It illustrates a disjunction through the scenario of a flipped coin: suppose a fair coin has been flipped and lies covered on the back of S's hand.
openaire +1 more source