Diffie-Hellman Key Exchange and Forward Secrecy
Diffie-Hellman is a highly secure method for key exchange that ensures Forward Secrecy, a crucial cryptographic concept protecting past communications even if long-term keys are compromised.
About this video
Diffie-Hellman is the most secure way of doing a Key Exchange. Specifically because it provides a very important Cryptographic concept known as Forward Secrecy. In this video we show you Diffie-Hellman twice: once with simplified math, and later with the real math. Then we define Forward Secrecy, and explain how Diffie-Hellman provides it.
// CHAPTERS
00:00 - Intro / Key Exchange review
00:36 - Plan for this video
01:19 - Simplified Diffie-Hellman Key Exchange
03:29 - Diffie-Hellman Assurances
04:13 - Forward Secrecy
06:59 - Modular Exponentiation
08:47 - Real Diffie-Hellman Math
12:00 - Outro
// FULL SERIES - Cryptography Essentials //
This video is part of a 16-part series covering the essentials of modern Cryptography. Explained simply, and technically accurate.
The full series is available here:
📋 https://www.youtube.com/playlist?list=PLIFyRwBY_4bQvq5PuJASilkHSVGLZtceZ
( or use the shortcut pracnet.net/ce )
00 Series Introduction
01 Hashing
02 Keys / Secret Keys
03 Symmetric Cryptography
04 Encryption
05 MAC / HMAC
06 Pseudo Random Function
07 Asymmetric Cryptography
08 Asymmetric Encryption (RSA)
09 Signatures
10 RSA Signatures
11 DSA Signatures
12 Key Exchanges
13 RSA Key Exchanges
14 DH Key Exchanges
15 Elliptic Curve Cryptography
// ADDITIONAL RESOURCES //
Diffie-Hellman Key Exchange -- full lesson:
https://www.youtube.com/watch?v=KXq065YrpiU&list=PLIFyRwBY_4bTwRX__Zn4-letrtpSj1mzY
Practical TLS - free lessons:
https://www.youtube.com/playlist?list=PLIFyRwBY_4bTwRX__Zn4-letrtpSj1mzY
Practical TLS - full course:
https://pracnet.net/tls
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Published
Oct 14, 2024
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