| Calcagno, M.: 1995, `A Sign-Based Extension to the Lambek Calculus for Discontinuous Constituency', Bulletin of the Interest Group in Pure and Applied Logics 3, 555--578. |
....and showing (12) himself xy(x y y) Q(NnS, N, NnS) 32) 3. 3 Discontinuity calculus Much work has gone into development of calculi which do for discontinuity what the Lambek calculus does for continuity (e.g. Solias 1992, 1996; Moortgat 1996a, 1996b; Morrill and Solias 1993; Oehrle 1994; Calcagno 1995; Hendriks 1995; Morrill 1995) For the present purposes it is convenient to consider just continuous strings and strings with exactly one point of discontinuity (Versmissen 1991) and to explicitly regiment the formation and interpretation of types according to these sorts (Morrill and Merenciano ....
Calcagno, M.: 1995, `A Sign-Based Extension to the Lambek Calculus for Discontinuous Constituency', Bulletin of the Interest Group in Pure and Applied Logics 3, 555--578.
....In (1c) and (1d) other components are elided, with consequent semantic effects. The present work continues in the line of others seeking to develop categorial type calculus of discontinuity (Moortgat 1988, 1990, 1996b, 1996c; Solias 1992; Morrill and Solias 1993; Morrill 1994a, chs. 4 5, 1995a, Calcagno 1995, Moortgat and Oehrle 1995) In particular, it generalises the sorted discontinuity calculus outlined in the appendix of Morrill (1995a) We begin by defining a general framework for sorted multimodality and we present and exemplify the sorted discontinuity calculus. We then introduce two ....
CALCAGNO, M. (1995): `A Sign-Based Extension to the Lambek Calculus for Discontinuous Constituency', Bulletin of the Interest Group in Propositional and Predicate Logic 3, 555--578.
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