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Moisés Goldszmidt (goldszmidt)

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Bibliography

    Boutilier, Craig, Dearden, Richard and Goldszmidt, Moisés. 2000. Stochastic Dynamic Programming with Factored Representations.” Artificial Intelligence 121(1–2): 49–107.
    Boutilier, Craig and Goldszmidt, Moisés. 1993. A Theory of Conditional Belief Revision.” in AAAI-93. Proceedings of the Eleventh National Conference on Artificial Intelligence, edited by Richard E. Fikes and Wendy G. Lehnert, pp. 649–654. Menlo Park, California: The AAAI Press.
    Boutilier, Craig and Goldszmidt, Moisés, eds. 1995a. AAAI-95. Working Notes of the AAAI Spring Symposium on Extending Theories of Action: Formal Theories and Applications. Menlo Park, California: The AAAI Press.
    Boutilier, Craig and Goldszmidt, Moisés. 1995b. On the Revision of Conditional Belief Sets.” in Conditionals: From Philosophy to Computer Science, edited by Gabriella Crocco, Luis Fariñas del Cerro, and Andreas Herzig, pp. 267–300. Oxford: Oxford University Press.
    Darwiche, Adnan and Goldszmidt, Moisés. 1994. On the Relation between Kappa Calculus and Probabilistic Reasoning.” in AAAI-94. Proceedings of the Twelfth National Conference on Artificial Intelligence, edited by Barbara Hayes-Roth and Richard E. Korf, pp. 145–153. Menlo Park, California: The AAAI Press.
    Goldszmidt, Moisés. 1992. Qualitative Probabilities: A Normative Framework for Commonsense Reasoning.” PhD dissertation, Los Angeles, California: Computer Science Department, University of California. Also available as Technical Report R–190, Cognitive Systems Laboratory, Department of Computer Science, UCLA, Los Angeles, California 90024. .
    Goldszmidt, Moisés. 2010. On Computers Diagnosing Computers.” in Heuristics, Probability and Causality. A Tribute to Judea Pearl, edited by Rina Dechter, Héctor Geffner, and Joseph Y. Halpern, pp. 359–364. Tributes n. 11. London: King’s College Publications.
    Goldszmidt, Moisés, Morris, Paul H. and Pearl, Judea. 1990. A Maximum Entropy Approach to Nonmonotonic Reasoning.” in AAAI-90. Proceedings of the Eighth National Conference on Artificial Intelligence, edited by Thomas G. Dietterich and William R. Swartout, pp. 646–652. Menlo Park, California: The AAAI Press.
    Goldszmidt, Moisés and Pearl, Judea. 1990. On the Relation between Rational Closure and System-Z.” r–139. Los Angeles, California: Computer Science Department, University of California.
    Goldszmidt, Moisés and Pearl, Judea. 1991a. On the Consistency of Defeasible Databases.” Artificial Intelligence 52(2): 121–149.
    Goldszmidt, Moisés and Pearl, Judea. 1991b. System Z\(^+\): A Formalism for Reasoning with Variable-Strength Defaults.” in AAAI-91. Proceedings of the Ninth National Conference on Artificial Intelligence, edited by Thomas L. Dean and Kathleen R. McKeown, pp. 399–404. Menlo Park, California: The AAAI Press.
    Goldszmidt, Moisés and Pearl, Judea. 1991c. Deciding Consistency of Databases Containing Defeasible and Strict Information.” r–122. Los Angeles, California: Computer Science Department, University of California.
    Goldszmidt, Moisés and Pearl, Judea. 1992a. Rank-Based Systems: a Simple Approach to Belief Revision, Belief Update, and Reasoning about Evidence and Actions.” in KR’92: Principles of Knowledge Representation and Reasoning, edited by Bernhard Nebel, Charles Rich, and William R. Swartout, pp. 661–672. San Francisco, California: Morgan Kaufmann Publishers.
    Goldszmidt, Moisés and Pearl, Judea. 1992b. Reasoning about Qualitative Probabilities Can Be Tractable.” in UAI-92. Proceedings of the 8th Conference on Uncertainty in Artificial Intelligence, pp. 112–120. San Francisco, California: Morgan Kaufmann Publishers, Inc.
    Goldszmidt, Moisés and Pearl, Judea. 1992c. Stratified Rankings for Causal Relations.”
    Goldszmidt, Moisés and Pearl, Judea. 1996. Qualitative Probabilities for Default Reasoning, Belief Revision, and Causal Modeling.” Artificial Intelligence 84(1–2): 57–112.
    Pearl, Judea and Goldszmidt, Moisés. 1996. Probabilistic Foundations of Reasoning with Conditionals.” in Principles of Knowledge Representation, edited by Gerhard Brewka, pp. 33–68. Stanford, California: CSLI Publications.