@InProceedings{BeckertGoreSchuermann2013, author = {Bernhard Beckert and Rajeev Gor\'e and Carsten Sch\"urmann}, title = {Analysing Vote Counting Algorithms Via Logic - And its Application to the {CADE} Election System}, booktitle = {24th International Conference on Automated Deduction (CADE-24)}, series = {LNCS}, volume = {7898}, editor = {Maria Paola Bonacina}, publisher = {Springer}, pages = {135-144}, doi = {10.1007/978-3-642-38574-2_9}, year = {2013}, month = jun, abstract = {We present a method for using first-order logic to specify the semantics of preferences as used in common vote counting algorithms. We also present a corresponding system that uses Celf linear-logic programs to describe voting algorithms and which generates explicit examples when the algorithm departs from its specification. When we applied our method and system to analyse the vote counting algorithm used for electing the CADE Board of Trustees, we found that it strictly differs from the standard definition of Single Transferable Vote (STV). We therefore argue that “STV” is a misnomer for the CADE algorithm.}, place = {Lake Placid, NY, USA}, date = {June 9-14} }
Analysing Vote Counting Algorithms Via Logic - And its Application to the CADE Election System
Author(s): | Bernhard Beckert, Rajeev Goré, and Carsten Schürmann |
---|---|
In: | 24th International Conference on Automated Deduction (CADE-24) |
Publisher: | Springer |
Series: | LNCS |
Volume: | 7898 |
Year: | 2013 |
Pages: | 135-144 |
DOI: | 10.1007/978-3-642-38574-2_9 |
Abstract
We present a method for using first-order logic to specify the semantics of preferences as used in common vote counting algorithms. We also present a corresponding system that uses Celf linear-logic programs to describe voting algorithms and which generates explicit examples when the algorithm departs from its specification. When we applied our method and system to analyse the vote counting algorithm used for electing the CADE Board of Trustees, we found that it strictly differs from the standard definition of Single Transferable Vote (STV). We therefore argue that “STV” is a misnomer for the CADE algorithm.