Comprats Project
Computational Theories of Rationality
Steven O. Kimbrough
kimbrough@wharton.upenn.edu
Principal Documents
Evolutionary Computation
- "Introducing Distance Tracing of Evolutionary Dynamics in a
Feasible-Infeasible Two-Population (FI-2Pop) Genetic Algorithm for
Constrained Optimization," Steven Orla Kimbrough, Ming Lu, and David
Harlan Wood. PDF.
- "Exploring the Evolutionary Details of a Feasible-Infeasible
Two-Population GA," Steven Orla Kimbrough, Ming Lu, and David Harlan
Wood. PPSN VIII, September 18-22, 2004, Birmingham, UK.
PDF.
- "Exploring a Financial Product Model with a Two-Population Genetic
Algorithm" Steven O. Kimbrough, Ming Lu, and Soofi M. Safavi,
Proceedings of the 2004 Congress on Evolutionary Computation
(CEC2004), June 19-23, 2004, Portland, OR, pages 855-862. PDF.
- "Exploring a Two-Population Genetic Algorithm" Steven
O. Kimbrough, Ming Lu, David H. Wood, and D.J. Wu. GECCO-2003.
Proceedings of the Genetic and Evolutionary Computation Conference
(GECCO 2003), E. Cantu-Paz and et al., eds., Springer, LNCS 2723,
pages 1148-1159.
PDF.
Foils in PDF.
- "Exploring a Two-Market Genetic Algorithm" (Steven O. Kimbrough,
Ming Lu, David Harlan Wood
&: D.J. Wu), in Proceedings of the Genetic and Evolutionary
Computation Conference (GECCO 2002), W. B. Langdon and
E. Cantu-Paz and et al., eds., Morgan Kaufmann, SF, CA, 2002, pp. 415-21. PDF.
Games and Rationality
- "On Concepts of Rationality in Games," (Steven O. Kimbrough and
Robert L. Axtell), Draft, January
2006, PDF.
- "Foraging for Trust: Exploring Rationality and the Stag Hunt
Game," Steven O. Kimbrough, 24 February 2005. PDF.
- "Notes on MLPS: A Model for Learning in Policy Space for Agents in Repeated Games" Steven O. Kimbrough. working paper in PDF. Revision: 2004-12-11. Also, Excel workbook.
- "A Note on Exploring Rationality in Games", (Steven O. Kimbrough).
PDF version 15
March 2004, presented to the Society of Exact Philosophy meeting
on May 15, 2004, College Park, Maryland.
- WeB 2003, The Second Workshop in e-Business, December 13-14,
2003, Seattle. Paper: "A Note on Q-learning in the Cournot Game"
(Steven O. Kimbrough and Ming Lu). MS Word.
Foils for talk in PDF.
- "Computational Modeling and Explanation: Opportunities for the
Information and Management Sciences" in Computational Modeling and
Problem Solving in the Networked World, Hemant K. Bhargava and
Nong Ye, eds., Kluwer, Boston, MA, 2003, pp. 31-57.
PDF. Slides in PDF for the ICS2003
presentation.
- "On the Surprise
Exam Paradox and Its Surprising Ramifications for E-Commerce"
Slides in PDF. Talk at FMEC 2002, Lodz, Poland.
- "Computers Play the Beer Game: Can Artificial Agents Manage Supply
Chains?" (Steven O. Kimbrough, D.J. Wu, and Fang Zhong)
MS Word
- "Bargaining by Agents in Two Coalition Games: A Study in Genetic
Programming for Electronic Commerce," by Garett Dworman, Steven
O. Kimbrough, and James D. Laing, GP 1996
Conference.
Recent Talks
- "On Concepts of Rationality in Games," Steven Kimbrough and Robert
Axtell, presentation at the Society for Exact Philosophy, San Diego,
19 May 2006. Foils in PDF.
- "Foraging for Trust: Exploring Rationality and the Stag Hunt Game"
at the iTrust 2005 conference. Third International Conference on Trust Management. Foils for keynote speech in PDF.
- "Exploring Games and Rationality" at The Heinz School, Carnegie
Mellon University, 13 February 2004. Foils
in PDF.
The Surprise Exam Paradox and Its Ramifications
- "Extended Abstract for:
Surprising Ramifications of the Surprise Exam Paradox: Exploring Rationality"
(Steven Orla Kimbrough), in PDF.
- "Surprising Ramifications of the Surprise Exam Paradox" (Steven
O. Kimbrough), slides for PAMLA talk, 17 March 2003, in PDF.
Related Projects
AGE Page.
Conbrio
CON BRIO-- COmplex Networks: Biological Research on Information
and Organization (curtesy Harvey Rubin).
See also Computational Explanation.
Useful Sites
Conferences
- GECCO
- PPSN,
Parallel Problem Solving from Nature.
PPSN Home page.
- SEI Center Networks Workshops.
Surprise Exam Problem or Paradox
- Google, "surpise exam" query.
- Elliott
Sober paper
- Ned
Hall paper
-
http://www.fas.nus.edu.sg/philo/md/pp/surprise.html
- TPM On
line
- In
French
- American
Mathematical Monthly, 1998
- Citeseer,
"The Surprise Examination or Unexpected Hanging paradox," Timothy
Y. Chow
- 'The Backward Induction Argument for the Finite Iterated
Prisoner's Dilemma and the Surprise Exam Paradox'
In: Analysis, 57, (1997), 179-186.
Luc Bovens
Frederic
Schick paper.