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  1. Idempotent Variations on the Theme of Exclusive Disjunction.L. Humberstone - 2021 - Studia Logica 110 (1):121-163.
    An exclusive disjunction is true when exactly one of the disjuncts is true. In the case of the familiar binary exclusive disjunction, we have a formula occurring as the first disjunct and a formula occurring as the second disjunct, so, if what we have is two formula-tokens of the same formula-type—one formula occurring twice over, that is—the question arises as to whether, when that formula is true, to count the case as one in which exactly one of the disjuncts is (...)
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  • The Genealogy of Disjunction.Ernest W. Adams & R. E. Jennings - 1996 - Philosophical Review 105 (1):87.
    This book is less about disjunction than about the English word ‘or’, and it is less for than against formal logicians—more exactly, against those who maintain that formal logic can be applied in certain ways to the evaluation of reasoning formulated in ordinary English. Nevertheless, there are many things to interest such of those persons who are willing to overlook the frequent animadversions directed against their kind in the book, and this review will concentrate on them.
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  • Studies in the Way of Words.Paul Grice - 1989 - Philosophy 65 (251):111-113.
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  • Exclusive or inclusive disjunction.James R. Hurford - 1974 - Foundations of Language 11 (3):409-411.
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  • Ternary Exclusive Or.Francis Pelletier - 2008 - Logic Journal of the IGPL 16 (1):75-83.
    Ternary exclusive or is the truth function that is true just in case exactly one of its three arguments is true. This is an interesting truth function, not definable in terms of the binary exclusive or alone, although the binary case is definable in terms of the ternary case. This article investigates the types of truth functions that can be defined by ternary exclusive or, and relates these findings to the seminal work of Emil Post.
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