Proceedings

A Computational Model of Referring

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Proceedings of the Tenth International Joint Conference on Artificial Intelligence. Natural Language. Pages 640-646.

© 1987 International Joint Conferences on Artificial Intelligence

Abstract

We present a model of referring within the framework of a general theory of speech acts and rationality. Following an act of referring, the hearer is expected to accomplish two tasks: first, recognize the speaker's literal goal, and second, recognize and satisfy the identification constraints. We show how the literal goal of referring is achieved, and how referent identification is possible without the formal device of standard names . Furthermore, we show how referring expressions can be used to inform and make requests. This theory has application to the design of a natural-language utterance planning system that formulates utterances to achieve its goals .

  1. MB(S, H, (all preparatory conditions are satisfied)) :J After(Do(S, utter(S, "Please replace the 300-ohm resistor")), Bel(H, MB(S, H, Goal(S, Bel(H, 3z Ref!S(t:.(S,tu,>.x.300!1R(x))) = z) t\ Goal(S, Bel(H, Holds(>.x.300!1R(x ), Ref!S(t:.(S, tu , >.x.300!1R(x )))) t\ Goal(H , Done(Do(H, replace(Ref!S( t:.( S, tu , .>.x .300!1R( x )) ) ))) ) ) )) ) ))
  2. done(utter(S, "Please replace the 300-ohm resistor" ) Assumption Assuming that it is mutually believed that all preparatory con- ditions are satisfied we get: 21
  3. Bel(H, MB(S, H, Goal(S, Bel(H, 3z Ref!S(t:.(S,tu,.>.x .300!1R(x))) = z) t\ Goal(S, 22 Bel(H, Holds(>.x.300!1R(x ), Ref!S(t:.(S, tu, .>.x.3. 00!1R(x ))))
  4. t\ Goal(H, Done(Do(H, replace(Ref!S(t:.(S, tu , >.x .300!1R( x )))))))))))) 20, 18, •and 19
  5. Bel(H, MB(S, H, Bel(S, 3z Ref!S(t:.(S, tu, .>.x.300!1R(x))) = z) t\ Goal(S, Bel(H, Holds(.>.x.300!1R(x ), Ref!S(t:.(S, tu, .>.x .300!1R(x )))) t\ Goal(H, Done(Do(H, 23 replace(Ref!S( t:.(S, tu, .>.x .300!1R( x ))) ) ))) )) ) )) 21, !(sincerity), 17, and 13
  6. Bel(H, MB(S, H, Bel(S, 3z Ref!S(t:.(S,tu,>.x.300!1R(x)))= z)))) 22,12,17, and 13 24
  7. Bel(H, MB(S, H, Bel(S, Goal(S, 25 Bel(H, Holds(>.x.300!1R(x ), Ref!S(t:.(S, tu, .>.x.300!1R(x ))))
  8. t\ Goal(H, Done(Do(H, replace(Ref!S(t:.( S, t,., >.x .300!1R( x )) ) ) )) ))))) 22,12,17, and 13.
  9. Bel(H, MB(S, H, Goal(S, Bel(H, Holds(.>.x.300!1R(x), Ref!S(t:.(S, tu , .>.x .300!1R(x)))) t\ Goal(H, Done(Do(H , 26 replace(Ref!S( t:.(S, tu, >.x .300!1R( x)))) )) ) ))) 24, 15, 17, and 13.
  10. Bel(H, MB(S, H, Goal(S, Bel(H, Holds( .>.x .300!1R( x ), Ref!S( t:.( S, tu, >.x.300!1R( x) )) )) ) )) 25, 14, 17, and 13. References
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