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Privacy-Preserving Machine Learning

Privacy-Preserving Machine Learning

By : Srinivasa Rao Aravilli
5 (8)
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Privacy-Preserving Machine Learning

Privacy-Preserving Machine Learning

5 (8)
By: Srinivasa Rao Aravilli

Overview of this book

– In an era of evolving privacy regulations, compliance is mandatory for every enterprise – Machine learning engineers face the dual challenge of analyzing vast amounts of data for insights while protecting sensitive information – This book addresses the complexities arising from large data volumes and the scarcity of in-depth privacy-preserving machine learning expertise, and covers a comprehensive range of topics from data privacy and machine learning privacy threats to real-world privacy-preserving cases – As you progress, you’ll be guided through developing anti-money laundering solutions using federated learning and differential privacy – Dedicated sections will explore data in-memory attacks and strategies for safeguarding data and ML models – You’ll also explore the imperative nature of confidential computation and privacy-preserving machine learning benchmarks, as well as frontier research in the field – Upon completion, you’ll possess a thorough understanding of privacy-preserving machine learning, equipping them to effectively shield data from real-world threats and attacks
Table of Contents (17 chapters)
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Free Chapter
1
Part 1: Introduction to Data Privacy and Machine Learning
4
Part 2: Use Cases of Privacy-Preserving Machine Learning and a Deep Dive into Differential Privacy
8
Part 3: Hands-On Federated Learning
11
Part 4: Homomorphic Encryption, SMC, Confidential Computing, and LLMs

Implementing HE

To implement HE, choose a suitable HE library from those outlined previously. Make sure your choice is appropriate based on your specific use case, then perform the following steps:

  1. Generate the public and private keys required for the encryption scheme.
  2. Convert the plaintext data that needs to be encrypted into a suitable format for the encryption scheme, such as a polynomial.
  3. Encrypt the plaintext data using the public key generated in step 2.
  4. Perform the homomorphic operations on the ciphertext data without decrypting it.
  5. Decrypt the resulting ciphertext data using the private key generated in step 2 to obtain the result of the homomorphic operations on the plaintext data.

Implementing HE can be complex and requires expertise in cryptography and mathematics. It is important to ensure that the implementation is secure and efficient, as HE can be computationally intensive.

Implementing PHE

We will implement an example of Paillier...

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