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Cryptography Algorithms

You're reading from   Cryptography Algorithms Explore New Algorithms in Zero-knowledge, Homomorphic Encryption, and Quantum Cryptography

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Product type Paperback
Published in Aug 2024
Publisher Packt
ISBN-13 9781835080030
Length 410 pages
Edition 2nd Edition
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Author (1):
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Massimo Bertaccini Massimo Bertaccini
Author Profile Icon Massimo Bertaccini
Massimo Bertaccini
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Toc

Table of Contents (17) Chapters Close

Preface 1. Section 1: A Brief History and Outline of Cryptography
2. Deep Dive into Cryptography FREE CHAPTER 3. Section 2: Classical Cryptography (Symmetric and Asymmetric Encryption)
4. Symmetric Encryption Algorithms 5. Asymmetric Encryption Algorithms 6. Hash Functions and Digital Signatures 7. Section 3: New Cryptography Algorithms and Protocols
8. Zero-Knowledge Protocols 9. New Inventions in Cryptography and Logical Attacks 10. Elliptic Curves 11. Homomorphic Encryption and Crypto Search Engine 12. Section 4: Quantum Cryptography
13. Quantum Cryptography 14. Quantum Search Algorithms and Quantum Computing 15. Other Books You May Enjoy
16. Index

A new protocol to protect RSA and asymmetric algorithms from spying

I will answer the question about whether it is possible to defend RSA against self-reverse decryption, and in general from spying method attacks, by saying that there are multiple ways to avoid these attacks depending on who performs the attack. One of the remediations to avoid these attacks is related to digital signatures (we looked at digital signatures in Chapter 4, Hash Functions and Digital Signatures). However, in the case of fake encryption and backdoors, as we have seen in the previous section, a special kind of digital signature is required to counter these attacks.

So, I invented this new protocol to guarantee the receiver will decrypt a non-manipulated cryptogram.

This protocol provides a digital signature on the cryptogram made by the transmitter.

Indeed, if Alice (receiver) requests Bob (sender) to digitally sign the cryptogram (c) with his private key [db], then Alice will be sure that no...

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