Control Complexity in Fallback Voting
G\'abor Erd\'elyi, Lena Piras, and J\"org Rothe

TL;DR
This paper investigates the complexity of controlling fallback voting elections and demonstrates its resistance to various control strategies, highlighting its robustness compared to other voting systems.
Contribution
It proves that fallback voting is resistant to all common types of candidate and constructive control, expanding understanding of its robustness against election manipulation.
Findings
Fallback voting is resistant to all common candidate control types.
Fallback voting is resistant to all common constructive control types.
Fallback voting offers a robust alternative with high resistance to election control.
Abstract
We study the control complexity of fallback voting. Like manipulation and bribery, electoral control describes ways of changing the outcome of an election; unlike manipulation or bribery attempts, control actions---such as adding/deleting/partitioning either candidates or voters---modify the participative structure of an election. Via such actions one can try to either make a favorite candidate win ("constructive control") or prevent a despised candidate from winning ("destructive control"). Computational complexity can be used to protect elections from control attempts, i.e., proving an election system resistant to some type of control shows that the success of the corresponding control action, though not impossible, is computationally prohibitive. We show that fallback voting, an election system combining approval with majority voting, is resistant to each of the common types of…
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Taxonomy
TopicsGame Theory and Voting Systems · Internet Traffic Analysis and Secure E-voting · Complexity and Algorithms in Graphs
