Salvinder S. Hundal
- Araya, C. and F. Brown. 1989. "SCHEMATA: A Language for Deduction." Technical Report TR-89-8, Department of Computer Science, University of Kansas.Google Scholar
- Blessan, A. 1972. "A General Interpreted Modal Calculus." Yale Univ. Press.Google Scholar
- Brown, F.M. 1986a. "A Comparison of the Commonsense and Fixed Point Theories of Nonmonotonicity." In Proceedings of the AAAi-86 Fifth National Conference on Artificial Intelligence. Volume 1 Science. Morgan Koufmann Publishers, Inc. Las Altos, CA.Google Scholar
- Brown ,F.M. 1986b. "An Experimental Logic based on the Fundamental Deduction Principal." Artificial Intelligence vol. 30 no. 2, pp 117-263. North Holland. Google ScholarDigital Library
- Brown, F. M. 1987. "A modal logic for the representation of knowledge", In Proceedings of the 1987 Workshop on the Frame Problem in Artificial Intelligence, Lawrence, KS, pp 135-157.Google ScholarCross Ref
- Brown, F. M. and S.S.Park. 1987. "Action, reflective possibility, and the frame problem", In Proceedings of the 1987 Workshop on the Frame Problem in Artificial Intelligence, Lawrence, KS, pp159-174.Google ScholarCross Ref
- Brown, F. M. 1989. "The Modal Quantificational Logic Z a Monotonic Theory of Nonmonotonic Reasoning." Technical Report TR-89-1. Department of Computer Science,University of Kansas, 83 pages,(lune).Google Scholar
- Camap, R., 1946. "Modalities and QuantiFication." Journal of Symbolic Logic. volume 11, number 2.Google Scholar
- Fikes, R.E and N.J Nilsson. 1971. "STRIPS: A New Approach to the Application of Theorem Proving to Problem Solving." Artificial Intelligence. Vol.3, No.4, pp 189-208.Google ScholarCross Ref
- Hayes, P. 1973. "The frame problem and related problems in artificial intelligence" Artificial and Human Thinking, Jossey-Bass Inc. San Francisco.Google Scholar
- Mendelson, E. 1964. "Introduction to Mathematical Logic." Van Norstand Reinhold Company, New York. Google ScholarDigital Library
- Rees, J. and W. Clinger (editors). 1986. "A Revised Report on the Algorithmic Language Scheme." MIT AI MEMO 848a.Google Scholar
- Park,&, 1987, "Doubting Thomas: Action and Belief Revision", In Proceedings of the 1987 Workshop on the Frame Problem in Artificial Intelligence, Lawrence, KS, Morgan Kaufmann, Los Altos, CA, pp. 175-191.Google ScholarCross Ref
- Sussman, G.J., "A Computer Model of Skill Acquisition," Elsevier, North-Holland, New York, 1975. Google ScholarDigital Library
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