CompTIA Security+ Exam Notes

CompTIA Security+ Exam Notes
Let Us Help You Pass
Showing posts with label Public key cryptography. Show all posts
Showing posts with label Public key cryptography. Show all posts

Saturday, November 2, 2024

Diffie-Hellman: The Backbone of Secure Key Exchange

 Diffie Hellman

The Diffie-Hellman algorithm is a cryptographic protocol that allows two parties to securely exchange keys over an insecure network by enabling them to establish a shared secret key without ever transmitting the key itself over the internet, which can then be used to encrypt and decrypt data, making it a crucial component in protocols like SSL, SSH, IPSec, and TLS; essentially, it facilitates the creation of a secure communication channel without needing to initially share a secret key directly.

Diffie Hellman is an asymmetric function that secures the exchange of keys. It is primarily a key exchange process. 

Key points about Diffie-Hellman:

Shared Secret Key: The primary function of Diffie-Hellman is to allow two parties to calculate a shared secret key independently, even though they only exchange public information over an insecure channel.

Public Key Cryptography: It operates based on the principles of public key cryptography, where each user has a public key that can be shared openly and a private key that must be kept secret.

Mathematical Basis: Diffie-Hellman's security relies on the computational difficulty of solving the discrete logarithm problem, which makes it hard to calculate the shared secret key from public information alone.

No Authentication: While Diffie-Hellman establishes a shared secret, it does not inherently provide authentication, meaning additional measures are needed to verify the identity of the communicating parties.

How it works (simplified):

Agree on Public Parameters: Both parties agree on a large prime number, "p," and a generator, "g," which are publicly known.

Generate Private Keys: Each party generates a random secret number (their private key).

Calculate Public Keys: Each party calculates a public key using the public parameters and their private key and sends it to the other party.

Derive Shared Secret: Each party takes the received public key and their own private key to independently calculate the same shared secret key.

Applications:

Secure Web Communication (HTTPS): Used in the initial critical exchange phase to establish a secure connection between a web server and a client.

Virtual Private Networks (VPNs): Enables secure communication over untrusted networks by establishing a shared secret key for encryption.

Secure Shell (SSH): Used for secure remote logins by establishing a shared secret key for authentication and data encryption.