How hard is it to control a group?

Author:

Yang YongjieORCID,Dimitrov Dinko

Publisher

Springer Science and Business Media LLC

Subject

Artificial Intelligence

Reference39 articles.

1. Aziz, H., Gaspers, S., Gudmundsson, J., Mackenzie, S., Mattei, N., & Walsh, T. (2015). Computational aspects of multi-winner approval voting. In AAMAS (pp. 107–115).

2. Bartholdi, J. J., III, Tovey, C. A., & Trick, M. A. (1992). How hard is it to control an election? Mathematical and Computer Modelling, 16(8–9), 27–40.

3. Baumeister, D., Erdélyi, G., Hemaspaandra, E., Hemaspaandra, L. A., & Rothe, J. (2010). Computational aspects of approval voting, chap. 10. In Handbook on approval voting (pp. 199–251). Berlin: Springer.

4. Berga, D., Bergantiños, G., Massó, J., & Neme, A. (2004). Stability and voting by committees with exit. Social Choice and Welfare, 23(2), 229–247.

5. Cho, W. J., & Ju, B. G. (2017). Multinary group identification. Theoretical Economics, 12(2), 513–531.

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