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Math | Number Theory

Math Number Theory

Math Number Theory: GCD and LCM

Math Number Theory: Primes

Math Number Theory: Modular Arithmetic

Math Number Theory: Fast Power

Number Theory deals with properties of integers and is fundamental for solving many competitive programming problems.What you will be learning in this course??

Prime Factorization

Efficient factorization techniques.

Euler's Totient

Count of numbers coprime to n.

Modular Inverse

Used in modular arithmetic.

Chinese Remainder Theorem

Solving systems of congruences.

Fermat's Little Theorem

Applications in modular exponentiation.

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