Download Conceptual Structures: Broadening the Base: 9th by Janos Sarbo, József Farkas (auth.), Harry S. Delugach, Gerd PDF

By Janos Sarbo, József Farkas (auth.), Harry S. Delugach, Gerd Stumme (eds.)

We are happy to deliver you this selection of papers for the 9th overseas convention on Conceptual constructions (ICCS), representing persisted excellence in conceptual buildings study. we've followed the identify \Broadening the Base," acknowledging the significance of contributions from students in lots of learn components. The rst ICCS conferences centred totally on Sowa’s conceptual graphs; in recent times, besides the fact that, the ICCS convention sequence has deliberately widened its scope to stimulate examine throughout area barriers. we are hoping that this stimulation is extra superior by way of ICCS 2001 carrying on with the lengthy culture of full of life meetings approximately Conceptual constructions. we want to exhibit our appreciation to all of the authors of submitted papers, to the overall chair, to the participants of the editorial board and this system committee, and to the extra reviewers for making ICCS 2001 a important contribution to the information processing examine eld. we might additionally prefer to recognize the management of man Mineau and Bernhard Ganter in offering a great framework for an open and e ective reviewing strategy. Very particular thank you visit the neighborhood organizers for making the convention attainable and, additionally, an stress-free and encouraging occasion. we're thankful to the collage of Alabama in Huntsville, and the collage of Karlsruhe for his or her beneficiant support.

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Read or Download Conceptual Structures: Broadening the Base: 9th International Conference on Conceptual Structures, ICCS 2001 Stanford, CA, USA, July 30–August 3, 2001 Proceedings PDF

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Additional resources for Conceptual Structures: Broadening the Base: 9th International Conference on Conceptual Structures, ICCS 2001 Stanford, CA, USA, July 30–August 3, 2001 Proceedings

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New label of a c-vertex. The label of a c-vertex is a triple (type(c), marker1(c), marker2(c)) where marker1(c) ∈ I ∪ {∗} and marker2(c) ∈ I . I is the set of individual markers and I is the set of individual markers of TD and I ∩ I = {}. marker1(c) satisfies the conformity relation. Note that marker2(c) cannot be the generic marker. In our application, marker2(c) represents a temporal marker: when this information is not instanciated for a c-vertex, the marker ε ∈ I is used by convention. That is to inhibit the merging of two vertices having different marker2 but having the same type and the same marker1 or generic marker: we consider that the same object at different moments in time must have different representations.

C Springer-Verlag Berlin Heidelberg 2001 30 T. Amghar, T. Charnois, and D. Battistelli my left-hand side (5)squeezed too close up against me and (6)damaged all my vehicle front left side. Defining automatic reasoning processes from such texts require being able to draw inferences from information bearing on aspectual and temporal information [5]. Two things appear to be particularly important to cope with this kind of information: first, a fine linguistic description of lexical and grammatical knowledge; second a well-suited knowledge representation language.

Consider a neg-frame containing a proposition graph P , then it can be described by “it is not so that p”, or simply by “negation p” or “not p”. Omitting p from the graph the word graph for the word “not” results. In Chinese this is described by, “bu 1 shi 4 p”, literally “not be p”. Likewise the pos-frame and the nec-frame allow expressing “possible p” respectively “necessary p”. Omitting p again the word graphs for “possible”, ke 3 neng 2 de, and “necessary”, bi 4 ran 2 de, result as pos nec and ✷ ✷ .

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