1. Barvinok A (1994) A polynomial time algorithm for counting integral points in polyhedra when the dimension is fixed. Mathem Oper Res 19:769–779
2. Berg S, Lepelley D (1992) On probability models in voting theory. Statist Neerlandica 48:133–146
3. Brandt F, Geist C, Strobel M (2016) Analyzing the practical relevance of voting paradoxes via Ehrhart theory, computer simulations and empirical data. In: Thangarajah J et al. (eds) Proceedings of the 15th international conference on autonomous agents and multiagent systems (AAMAS 2016)
4. Brandt F, Hofbauer J, Strobel M (2020) Exploring the no-show paradox for Condorcet extensions using Ehrhart theory and computer simulations. In: Diss M, Merlin V (eds) Evaluating voting systems with probability models, essays by and in honor of William Gehrlein and Dominique Lepelley. Springer, Berlin
5. Bruns W, Ichim B (2018) Polytope volumes by descent in the face lattice and applications in social choice, arXiv preprint, arXiv:1807.02835