Covers: application of Additively Homomorphic Encryption

- Use Case of Additively Homomorphic Encryption - Vote Tallying

Read from the section 'Applications' to understand who Electronic Voting can apply homomorphic encryption

Sansar Choinyambuu

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Collaborators

- Objectives
- Understand the basics of Additively Homomorphic Encryption and Use Cases
- Potential Use Cases
- Privacy Preserving Computation - Example, vote tallying
- Who is this for ?
- ADVANCEDML Experts new to Privacy-Preserving Machine Learning

Click on each of the following **annotated items** to see details.

VIDEO 1. Introduction to Homomorphic Encryption

- Introduction to Homomorphic Encryption

15 minutes

ARTICLE 2. Introduction to Additively Homomorphic Encryption - The Paillier Cryptosystem

- Introduction to Paillier Cryptosystem

5 minutes

VIDEO 3. The Math behind Paillier Cryptosystem

- The Math behind Paillier Cryptosystem

15 minutes

ARTICLE 4. Python Implementation of Paillier Cryptosystem

- Python Implementation of Paillier Cryptosystem

30 minutes

USE_CASE 5. Use Case of Additively Homomorphic Encryption - Vote Tallying

- Use Case of Additively Homomorphic Encryption - Vote Tallying

30 minutes

PAPER 6. Deep Dive into Paillier Cryptosystem

- Deep Dive into Paillier Cryptosystem

60 minutes

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