- From: John F. Sowa <sowa@bestweb.net>
- Date: Fri, 31 Mar 2006 15:49:38 -0800
- To: Chris Menzel <cmenzel@tamu.edu>
- CC: ONTAC-WG General Discussion <ontac-forum@colab.cim3.net>, Harry Halpin <hhalpin@ibiblio.org>, semantic-web@w3.org, fmanola@acm.org, Adrian Walker <adrianw@snet.net>, pfps@research.bell-labs.com
Chris, I just want to comment on some seemingly minor points from a couple of your notes that hide a very big elephant: CM> ... more or less standard treatments [of extensional, > intensional, pragmatic and modal approaches] CM> I rather admire Bunge's work, especially his emphasis > on the construction of rigorous formal theories but, for > good or ill, he has not been terribly influential, and > his ideas are somewhat outside the mainstream. The words "standard" and "mainstream" suggest that there is some degree of consensus. Unfortunately, whatever consensus exists is highly fragmented and people who subscribe to one fragment never cite and seldom read the works of people who subscribe to a different fragment. As you well know, many highly influential people, such as Quine from the formal perspective and the lexical semanticists from the informal perspective, say that none of these attempts to formalize modality, intentionality, etc., are likely to capture what people say in ordinary language. Quine also claims that none of them are likely to be of any use for scientific language. For a summary of Quine's mature views on the subject, see his 1981 book _Theories and Things_ . I'd also like to throw some other quotations into the pot from people who deserve considerable respect on the basis of their many years of research on related issues. In his book _Beyond Analytic Philosophy_, Hao Wang (1986), a former PhD student of Quine's and a former assistant to Kurt Goedel, characterized Quine's approach as "logical negativism": Quine merrily reduces mind to body, physical objects to (some of) the place-times, place-times to sets of sets of numbers, and numbers to sets. Hence, we arrive at a purified ontology which consists of sets only.... I believe I am not alone in feeling uncomfortable about these reductions. What common and garden consequences can we draw from such grand reductions? What hitherto concealed information do we get from them? Rather than being overwhelmed by the result, one is inclined to question the significance of the enterprise itself. In support of his views, Want quoted a personal letter from C. I. Lewis, the founder of the modern systems of modal logic, about the state of philosophy in 1960: It is so easy... to get impressive 'results' by replacing the vaguer concepts which convey real meaning by virtue of common usage by pseudo precise concepts which are manipulable by 'exact' methods — the trouble being that nobody any longer knows whether anything actual or of practical import is being discussed. Barbara Partee, who has probably done more to promote Montague's ideas among linguists than anyone else, has admitted that the formal semanticists have not even begun to come to grips with the work of the lexical semanticists, which is much more relevant to defining the kinds of words and concepts that people actually use, both in ordinary language and in scientific treatises: In Montague's formal semantics the simple predicates of the language of intensional logic (IL), like love, like, kiss, see, etc., are regarded as symbols (similar to the "labels" of [predicate calculus]) which could have many possible interpretations in many different models, their "real meanings" being regarded as their interpretations in the "intended model". Formal semantics does not pretend to give a complete characterization of this "intended model", neither in terms of the model structure representing the "worlds" nor in terms of the assignments of interpretations to the lexical constants. The present formalizations of model-theoretic semantics are undoubtedly still rather primitive compared to what is needed to capture many important semantic properties of natural languages.... There are other approaches to semantics that are concerned with other aspects of natural language, perhaps even cognitively "deeper" in some sense, but which we presently lack the tools to adequately formalize. This excerpt is from Lecture 4 of a course she presented in 2005: http://people.umass.edu/partee/RGGU_2005/RGGU05_formal_semantics.htm And, of course, you can't ignore the logician Peter Geach, who dismissed Montague's work as "Hollywood semantics". I have some sympathy with all of the above, but I'm not completely convinced by any of them. At this point, I would not bestow the term "standard" or "mainstream" on any of these approaches, and I would definitely *not* recommend that any of them be adopted as the foundation for any "standard" ontology. But I would say that any of them might be used in an optional module in some ontology, if they proved to be useful for some particular problem. John
Received on Friday, 31 March 2006 23:53:25 UTC