Basic course of 4 hours free
Completion certificate
AI tutor
Practical activities
Online and lifelong course
What I will learn?
Unlock the secrets of cryptography with our Number Theory Sofu, weh e dey guide mathematics professionals dem weh they eager to dig into the mathematical foundation weh e dey support RSA encryption. Learn modular exponentiation, the Euclidean algorithm, and Euler's Totient Function well well. Master cryptographic ideas, from prime numbers to modular arithmetic, and learn how to put correct RSA practices for ground. Stay sharp with advanced topics like quantum and elliptic curve cryptography. Make your expertise strong pass and make your future dey secure for this digital time.
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Learning outcomes
Strengthen the development of the practical skills listed below
Master modular arithmetic: Solve hard equations using modular ways.
Implement RSA encryption: Protect data with strong RSA algorithms.
Analyze prime properties: Understand prime numbers for how we dey use dem for cryptography.
Apply Euclidean algorithms: Calculate GCDs quick quick for cryptography.
Explore cryptographic trends: Stay on top of things with quantum and elliptic curve knowledge.