Abstract
Voting is one of the most prominent components of democracy. The one-vote veto, which requires the voting result to be only “yes” or “no”, is a particularly noteworthy type of voting with widespread application. When obtaining a “no” result, no useful information about the number of “no” votes and who votes “no” is disclosed. In this paper, we introduce a protocol for anonymous one-vote veto utilizing qubits and local Pauli operations $\mathbb {Z}$ and $\mathbb {X}$ , building simple processes for easy implementation under the current technology. For better elaboration, we give two examples: all voters cast “yes” votes and only one voter casts a “no.” Then, the corresponding experiment tests are conducted on the simulated IBM quantum computer to verify their feasibility. We also show that the proposed protocol has the desirable properties of privacy, fairness, verifiability and robustness. Furthermore, we analyze the proposed protocol’s security against cheating from eavesdroppers, a semi-honest server and malicious voters. This work is the first attempt to illustrate how qubits can be useful for building a secure anonymous one-vote veto strategy.
Highlights
V OTING is a daily social activity in modern society
In 2007, Vaccaro et al presented quantum anonymous voting based on a multiparticle entangled state [29], which inspired many researchers to explore the advantages of quantum mechanics in solving anonymous voting problems
We investigate how qubits can be useful for anonymous one-vote veto activity with strong privacy at the expense of the protocol’s error rate with respect to m
Summary
V OTING is a daily social activity in modern society. Often, the adoption of significant decisions and the conduct of democratic elections depend on voting systems. The power of quantum computers can solve difficult problems in a short time, leading most classical cryptographic protocols to face serious security threats. In 2007, Vaccaro et al presented quantum anonymous voting based on a multiparticle entangled state [29], which inspired many researchers to explore the advantages of quantum mechanics in solving anonymous voting problems. In 2015, Rahaman and Kar propose the first quantum anonymous one-vote veto protocol (QAV) [34] with prior entanglement of Greenberger-Horne-Zeilinger (GHZ) state |GHZn = √1 (|0 ⊗n + |1 ⊗n). If any voter refuses to follow the QAVSP protocol, the voting result is rejected.
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