Relay-Version: version B 2.10 5/3/83; site utzoo.UUCP Path: utzoo!mnetor!seismo!rutgers!ames!lll-tis!ptsfa!ihnp4!homxb!houxm!houdi!marty1 From: marty1@houdi.UUCP (M.BRILLIANT) Newsgroups: comp.ai,comp.cog-eng Subject: Re: The symbol grounding problem Message-ID: <1152@houdi.UUCP> Date: Thu, 11-Jun-87 11:24:22 EDT Article-I.D.: houdi.1152 Posted: Thu Jun 11 11:24:22 1987 Date-Received: Sat, 20-Jun-87 10:34:47 EDT References: <764@mind.UUCP> <768@mind.UUCP> <770@mind.UUCP> <6174@diamond.BBN.COM> <828@mind.UUCP> Organization: AT&T Bell Laboratories, Holmdel Lines: 54 Keywords: icons, categories, symbols, grounding, modularity, cognition Summary: Human visual processing is neither analog nor invertible. Xref: mnetor comp.ai:541 comp.cog-eng:128 In article <828@mind.UUCP>, harnad@mind.UUCP (Stevan Harnad) writes: > aweinste@Diamond.BBN.COM (Anders Weinstein) of BBN Laboratories, Inc., > Cambridge, MA writes: > > > There's no [symbol] grounding problem, just the old > > behavior-generating problem > > ..... There is: > (1) the behavior-generating problem (what I have referred to as the problem of > devising a candidate that will pass the Total Turing Test), (2) the > symbol-grounding problem (the problem of how to make formal symbols > intrinsically meaningful, independent of our interpretations), and (3) ... Just incidentally, what is the intrinsic meaning of "intrinsically meaningful"? The Turing test is an objectively verifiable criterion. How can we objectively verify intrinsic meaningfulness? > .... Add to this the surprising logical consequence that a > "dedicated" digital system (hardwired to its peripherals) would be > "analog" in its invertible inputs and outputs according to my > invertibility criterion, ..... Using "analog" to mean "invertible" invites misunderstanding, which invites irrelevant criticism. Human (in general, vertebrate) visual processing is a dedicated hardwired digital system. It employs data reduction to abstract such features as motion, edges, and orientation of edges. It then forms a map in which position is crudely analog to the visual plane, but quantized. This map is sufficiently similar to maps used in image processing machines so that I can almost imagine how symbols could be generated from it. By the time it gets to perception, it is not invertible, except with respect to what is perceived. Noninvertibility is demonstrated in experiments in the identification of suspects. Witnesses can report what they perceive, but they don't always perceive enough to invert the perceived image and identify the object that gave rise to the perception. If you don't agree, please give a concrete, objectively verifiable definition of "invertibility" that can be used to refute my conclusion. If I am right, human intelligence itself relies on neither analog nor invertible symbol grounding, and therefore artificial intelligence does not require it. By the way, there is an even simpler argument: even the best of us can engage in fuzzy thinking in which our symbols turn out not to be grounded. Subjectively, we then admit that our symbols are not intrinsically meaningful, though we had interpreted them as such. M. B. Brilliant Marty AT&T-BL HO 3D-520 (201)-949-1858 Holmdel, NJ 07733 ihnp4!houdi!marty1