Elliptic Curve Cryptography Visualizer

Elliptic Curve Cryptography Visualizer

A simple demonstration of ECC concepts

Elliptic Curve Graph

Point Addition

Point P

Point Q

Key Generation Concept

Private Key:

Public Key:

Note: This is a simplified demonstration. Real ECC uses much larger numbers.

How This Works

• Elliptic curves are used in modern cryptography for secure communication
• Points on the curve can be "added" to create new points (group law)
• Private key is a random number, public key is that number multiplied by a base point
• The security comes from the difficulty of reversing this multiplication