Abstract

An important part of a democratically fair society are elections. The conventional democratic framework becomes hard for the individuals who can’t visit the polling stall for casting their votes. With quick advancement of data innovation, online Internet voting framework is all the more intriguing to use for the nations where vote casting cooperation is low and it is too helpful for people living far off from their homes. Security is a major worry for Internet voting system. The proposed framework guarantees security prerequisites for example, validation, precision, secrecy, receipt-freeness, unwavering quality, obviousness and reasonableness in the political race.

Highlights

  • Election are backbone of a democracy, so its important that it should be fair

  • Voting through internet allows voters to give their votes to their representatives from anywhere through internet. online voting system is an application of cryptography

  • Let E be an encryption function used to encrypt plaintext, x as plaintext and f() as operation to implement, So homomorphic encryption is defined as : n)) Additive Homomorphism : Binary operation is denoted by +,so additive homomorphic is described as E(x2) + E(x1) = E(x2 + x1) Pallier Cryptography supports additive homomorphic property

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Summary

Introduction

Election are backbone of a democracy, so its important that it should be fair. The way to select your representative is by voting. We need to download and unscramble the information and afterward play out the activity These methodologies lead to security issue and rehashed encryption decoding. Paillier cryptosystem is an partial homomorphic encryption[3] scheme that can can perform addition operation on ciphered data. The proposed online voting system is effective , robust and simple using paillier cryptosystem.Paillier cryptosystem is an additive homomorpic encryption system which enables to do operation on encrypted number without decrypting it. Using this property of homomorphic encryption the proposed system provides users with availability , confidentiality and integrity.

Homomorphic Encryption
Paillier Cryptosystem
Key generation
Homomorphic characteristics
Homomorphic multiplication on plaintexts
Proposed Methodology
Result
Conclusion
Full Text
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