Voter Verification Using Rubik's Cube

Electronic voting systems such as Direct Recording Electronic systems have become more prominent in election processes because of their potential in consistency of implementing security policies. Despite of this potential, most of the systems still exclusively rely on the integrity of election of...

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主要作者: Moayed, Majid Javid
格式: Thesis
语言:English
English
出版: 2009
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在线阅读:http://psasir.upm.edu.my/id/eprint/7145/1/FSKTM_2009_4a.pdf
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spelling my-upm-ir.71452013-05-27T07:33:41Z Voter Verification Using Rubik's Cube 2009-06 Moayed, Majid Javid Electronic voting systems such as Direct Recording Electronic systems have become more prominent in election processes because of their potential in consistency of implementing security policies. Despite of this potential, most of the systems still exclusively rely on the integrity of election officers and poll workers to ensure that the election maintains the proper security and privacy. Various cryptography voting schemes have been proposed to tackle the problem of how to trust the voting machine with correct recording of votes. However, still the probability of cheating is relatively high. This thesis proposes an electronic voting system that provides a trustable voter verification system by scrambling ballots as the cryptography method. The system selects and unselects candidates, and Rubik’s cube is used for encrypting ballots and generating receipts. The receipts can be used by voters to verify their votes in the final tally of votes. Cheating probabilities were analyzed to evaluate the strength of the proposed system. The results of the probability analysis show that cheating probabilities in the proposed system are very low. Electronic voting - Case studies 2009-06 Thesis http://psasir.upm.edu.my/id/eprint/7145/ http://psasir.upm.edu.my/id/eprint/7145/1/FSKTM_2009_4a.pdf application/pdf en public masters Universiti Putra Malaysia Electronic voting - Case studies Computer Science and Information Technology English
institution Universiti Putra Malaysia
collection PSAS Institutional Repository
language English
English
topic Electronic voting - Case studies


spellingShingle Electronic voting - Case studies


Moayed, Majid Javid
Voter Verification Using Rubik's Cube
description Electronic voting systems such as Direct Recording Electronic systems have become more prominent in election processes because of their potential in consistency of implementing security policies. Despite of this potential, most of the systems still exclusively rely on the integrity of election officers and poll workers to ensure that the election maintains the proper security and privacy. Various cryptography voting schemes have been proposed to tackle the problem of how to trust the voting machine with correct recording of votes. However, still the probability of cheating is relatively high. This thesis proposes an electronic voting system that provides a trustable voter verification system by scrambling ballots as the cryptography method. The system selects and unselects candidates, and Rubik’s cube is used for encrypting ballots and generating receipts. The receipts can be used by voters to verify their votes in the final tally of votes. Cheating probabilities were analyzed to evaluate the strength of the proposed system. The results of the probability analysis show that cheating probabilities in the proposed system are very low.
format Thesis
qualification_level Master's degree
author Moayed, Majid Javid
author_facet Moayed, Majid Javid
author_sort Moayed, Majid Javid
title Voter Verification Using Rubik's Cube
title_short Voter Verification Using Rubik's Cube
title_full Voter Verification Using Rubik's Cube
title_fullStr Voter Verification Using Rubik's Cube
title_full_unstemmed Voter Verification Using Rubik's Cube
title_sort voter verification using rubik's cube
granting_institution Universiti Putra Malaysia
granting_department Computer Science and Information Technology
publishDate 2009
url http://psasir.upm.edu.my/id/eprint/7145/1/FSKTM_2009_4a.pdf
_version_ 1747810662393839616