MHB Cryptography Topics: Electronic Voting, Lattice Reduction | Recommendation

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The discussion revolves around two key topics in cryptography: electronic voting systems and lattices with a focus on lattice reduction. Electronic voting systems utilize cryptographic techniques, such as homomorphic encryption, to ensure secure and private voting processes. The Paillier encryption scheme is specifically mentioned as a method used in electronic voting. On the other hand, lattice-based cryptography has gained attention due to its potential in creating secure encryption methods, notably highlighted by Craig Gentry's work on fully homomorphic encryption, which allows computations on encrypted data. The participant seeks recommendations on which topic to choose for their presentation, with both topics being interconnected through the concept of homomorphic encryption.
mathmari
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Hey! :o

I am taking the course cryptography this semester and I will have a presentation at the end of the semester.

Could you give me some information about the following topics:
- An electronic voting system
- Lattices and lattice reduction

What are these topics about??

Which one would you recommend me??
 
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Also posted here: http://crypto.stackexchange.com/questions/25140/topics-in-cryptography

(this isn't a bad thing, I'm just mentioning it so that future visitors can get to look at both links if they are interested in this thread)
 
mathmari said:
Hey! :o

I am taking the course cryptography this semester and I will have a presentation at the end of the semester.

Could you give me some information about the following topics:
- An electronic voting system
- Lattices and lattice reduction

What are these topics about??

Which one would you recommend me??

Hi mathmari,

I haven't studies any of these topics in detail, but from what I know both of these topics are tied to Homomorphic encryptions. For example the Paillier encryption scheme is used in electronic voting and lattice based cryptosystems took a new turn with the recent construction by Craig Gentry. This paper was the first fully homomorphic encryption scheme (which basically means it's homomorphic with respect to both addition and multiplication) and it uses a lattice based construction.
 

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