Issofa MOYOUWOU

Current Position : Mathematics Department - Advanced Teachers' Training College - Cameroon

Qualification
Graduated (fisrt cycle (1993) and second cycle (1995)) from : Advanced Teachers' Training College - Cameroon
PhD in Applied Mathematics and Social Choice (July, 2004)

Publications
1. Strategic voting under the plurality rule without the common knowledge asumption, Contemporary Problems in Mathematical physics, Proceedings of the Third International Workshop, Cotonou, Republic of Benin, 1--7 November 2003 (with Nicolas Gabriel Andjiga)
http://eproceedings.worldscinet.com/9812560300/toc.shtml
2. Strategic behavior under complete ignorance : approval and Condorcet-type voting rules, Imhotep, Vol 6, N 1 (2005), 1-8; (with Nicolas Gabriel Andjiga and Boniface Mbih).
http://www.univ-orleans.fr/mapmo/imhotep/archive/vol6/art1.pdf
3. A note on the Non-Emptiness of the Stability set when Individual Preferences are Weak Orders, Mathematical Social Sciences 52 (2006), 67--76 (with Nicolas Gabriel Andjiga).
http://www.sciencedirect.com/science?

4. Pareto violations of parlementary voting systems, Economic Theory 34, Number 2 (2008) : 331--358 (with Boniface Mbih and Jeremy Picot)
http://www.springerlink.com/content

5. Violations of independence under amendment and plurality rules with anonymous voters, Group Decis Negot (2008) 17:287--302 (with Boniface Mbih)
http://www.springerlink.com/content

6. Manipulation of Voting Schemes with Restricted Beliefs, Journal of Mathematical Economics Volume 44, Issue 11, 1 December 2008, Pages 1232-1242. (with Nicolas Gabriel Andjiga and Boniface Mbih)
http://science-direct.com/science?


7. Parliamentary voting rules and strategic candidacy, Economics Bulletin Volume 29 (2009), Issue 2, pp: 1381-1389. (with Boniface Mbih and Adoul Aziz Ndiaye)
http://www.accessecon.com/Pubs/EB/2009/Volume29/EB-09-V29-I2-P80.pdf (available)

Fields of interest

(1) Collective Choice (Strategy-Proofness of social choice functions)
(2) Cooperative Games (voting games , core - Bargaining set , ...)
(3) Computational Approach of Voting Phenomena div>
(4) Shapley Value and Connected Values (Axiomatic Properties and Applications).
Discussion page at :
http://fr.groups.yahoo.com/group/mass_montly

Working Papers
(1) Occurence of some Voting Phenomena
(2) Bargaining Set Payoffs : a Caracterisation
(3) Complete Indeterminacy of Approval Voting : Reconsidering the matter
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Last modified: Jul 03, 2009 at 03:49:39 PST