Prof. Chris Cannings

University of Sheffield, UK

Email: C.Cannings@sheffield.ac.uk

Qualifications

1968  Ph.D., University of London, UK

1965  M.Sc., University of London, UK

1964  B.Sc., University of London, UK

Publications (Selected)

1. Cannings, C., & Broom, M. (2019). Game theoretical modelling of a dynamically evolving network Ⅱ: Target sequences of score 1. Journal of Dynamics & Games, 7(1), 37-64.
2. Haslegrave, J., & Cannings, C. (2017). Majority dynamics with one nonconformist. Discrete Applied Mathematics, 219, 32-39.
3. Broom, M., & Cannings, C. (2017). Game theoretical modelling of a dynamically evolving network I: general target sequences. Journal of Dynamics and Games, 4(4), 285-318.
4. Cannings, C. (2015). Combinatorial aspects of Parker’s model. Dynamic Games and Applications, 5, 263-274.
5. Broom, M., & Cannings, C. (2015). Graphic deviation. Discrete Mathematics, 338(5), 701-711.
6. CANNINGS, C. (2014). SIMULATION OF SMALL HUMAN POPULATIONS MH SKOLNICK and. Computer Simulation in Human Population Studies, 167.
7. Cannings, C., & Cannings, R. (2013). Absence of pure Nash equilibria in a class of co-ordination games. Statistics, Optimization & Information Computing, 1(1), 1-7.
8. Mitavskiy, B. S., Tuci, E., Cannings, C., Rowe, J., & He, J. (2013). Geiringer theorems: from population genetics to computational intelligence, memory evolutive systems and Hebbian learning. Natural Computing, 12, 473-484.
9. Broom, M., & Cannings, C. (2013). A dynamic network population model with strategic link formation governed by individual preferences. Journal of theoretical biology, 335, 160-168.
10. Broom, M., & Cannings, C. (2013). A dynamic network population model with strategic link formation governed by individual preferences. Journal of theoretical biology, 335, 160-168.
11. Broom, M., & Cannings, C. (2013). A dynamic network population model with strategic link formation governed by individual preferences. Journal of theoretical biology, 335, 160-168.
12. Cannings, C., & Jordan, J. (2013). Random walk attachment graphs.
13. Southwell, R., Huang, J., & Cannings, C. (2012). Complex networks from simple rewrite systems. arXiv preprint arXiv:1205.0596.
14. Mitavskiy, B., Rowe, J., & Cannings, C. (2012). A version of Geiringer‐like theorem for decision making in the environments with randomness and incomplete information. International Journal of Intelligent Computing and Cybernetics, 5(1), 36-90.

Profile Details

https://scholar.google.com.hk/citations?user=RBOs224AAAAJ&hl=zh-CN&oi=sra

https://www.researchgate.net/profile/Chris-Cannings

https://sheffield.academia.edu/chriscannings