Abstract Algebra & Number Theory
Master the absolute fundamentals of Abstract Algebra & Number Theory through hands-on technical deep dives. Rather than skimming surface-level tutorials, this track enforces rigorous conceptual understanding and practical implementation. Expect to walk away with a profound mastery of the underlying architecture and the ability to solve complex engineering challenges.
About this Course
The mathematical foundation required for understanding Homomorphic Encryption and advanced cryptography. This Aspiring Cryptographers curriculum is designed to give you hands-on experience and deep conceptual understanding.
Across 6 intensive modules, you'll tackle real-world challenges and build practical projects that reinforce your learning. By the end of this journey, you'll have the skills and proof of work to demonstrate your expertise.
What you'll learn
Master the underlying architecture and practical applications of Group Theory Basics.
Master the underlying architecture and practical applications of Subgroups and Cosets.
Master the underlying architecture and practical applications of Ring Theory.
Master the underlying architecture and practical applications of Field Theory & Extensions.
W1
Group Theory Basics
Group Theory Basics
Develop an intuitive mental model for Group Theory Basics by comprehensively studying definition and examples and cyclic groups.
2 videos•36m
3 readings
2 topics
1 homework
References
Week 1: Group Theory Basics
Week 2: Subgroups and Cosets
Week 3: Ring Theory
Week 4: Field Theory & Extensions
Week 5: Number Theory Fundamentals
Week 6: Modular Arithmetic & Cryptography
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