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Stan Lovric CSc214 Fall 2002 Victorian Symbolic Logic John Swartz Victorian Symbolic Logic Paper by John Swartz Presentation by Stan Lovric.

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Presentation on theme: "Stan Lovric CSc214 Fall 2002 Victorian Symbolic Logic John Swartz Victorian Symbolic Logic Paper by John Swartz Presentation by Stan Lovric."— Presentation transcript:

1 Stan Lovric CSc214 Fall 2002 Victorian Symbolic Logic John Swartz Victorian Symbolic Logic Paper by John Swartz Presentation by Stan Lovric

2 Stan Lovric CSc214 Fall 2002 Victorian Symbolic Logic John Swartz Problem Definition CLIPS implementation of a syllogism proving system Based on “Symbolic logic” published by Lewis Carroll in 1896. The system solves two kinds of syllogisms. (1) given two premises and a conclusion, it checks the correctness of the conclusion and (2) given only two premises, it derives a conclusion if there is one. Syllogism: Some holidays are rainy. Rainy days are tiresome. Some holidays are tiresome.

3 Stan Lovric CSc214 Fall 2002 Victorian Symbolic Logic John Swartz Motivation Feasibility study of natural language processing system (NLP). Use layers of abstraction to implement a complex system. Begin with CLIPS as the lowest level of abstraction. To solve the problem, the software engineer must implement the intervening abstraction layers.

4 Stan Lovric CSc214 Fall 2002 Victorian Symbolic Logic John Swartz Program Output CLIPS> (run) input line value is: >>>> some holidays are rainy: rainy days are tiresome. some holidays are tiresome. The subject syllogism is true!!! and is of type >>> ([figureTwoA]) input line value is: >>>> no m' are x: some m' are y'. The subject syllogism implies the following conclusion >>> some x' are y' input line value is: >>>> all x are m: no y are m'. no y are x'. The subject syllogism is false!!! () input line value is: >>>> EOF Thus endeth the input file CLIPS> (exit)

5 Stan Lovric CSc214 Fall 2002 Victorian Symbolic Logic John Swartz Conclusion The author wanted to show a possible path to the general solution of the NLP problem. Interesting approach, but no information about the outcome of the effort.


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