A Bayesian Model for a game of information in optimal attack/defense strategies

International Series in Operations Research and Management Science

Volumn 128, Issue , 2009, Pages 99-123

  Azaiez, M Naceur ^a  

^a NONE

Author keywords

Attack defense strategies; Bayesian updating; Game theory; Optimization; Reliability

Indexed keywords

EID: 84954501198     PISSN: 08848289     EISSN: None     Source Type: Book Series    
DOI: None     Document Type: Chapter

References (7)

1. Arnold, B. F., Grossl, I., and Stahlecker, P., 2002, The minimax, the minimin, and the Hurwicz adjustment principle, Theory and Decision 52(3):233-260 (28).
2. Azaiez, M. N., and Bier, V. M., 1994, Perfect aggregation in Bayesian estimation for several realistic reliability models, Applied Mathematics and Computation 64:139-153
3. Azaiez, M. N., and Bier, V. M., 1995, Perfect aggregation for a class of general reliability models with Bayesian updating, Applied Mathematics and Computation 73:281-302
4. Azaiez, M. N., and Bier, V. M., 1996, Aggregation error in Bayesian analysis of reliability systems, Management Science 42(4):516-528.
5. Azaiez, M. N., and Bier, V. M., 2007, Optimal resource allocation for security in reliability systems, European Journal of Operational Research 181:773-786.
6. Dighe, N. S., Zhuang, J., and Bier, V. M., 2008, Secrecy in defensive allocations as a strategy for achieving more cost-effective attacker deterrence, accepted for publication in the International Journal of Performability.
7. Levitin, G., 2008, Optimizing defense strategies for complex multi-state systems (Chapter 3, this book)