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This is the first course in Number Theory. We will look into basic properties of ‘whole numbers’, some classical theorems (by Fermat, Euler, Gauss).

Course Curriculum

Primes, Divisibility 00:00:00
Arithmetic of Remainders 00:00:00
Bezout’s Theorem 00:00:00
Euclidean Algorithm 00:00:00
Theory of Congruence 00:00:00
Number Theoretic Functions 00:00:00
Fermat’s Theorem 00:00:00
Euler’s Phi Function 00:00:00
Wilson’s Theorem and counting primes 00:00:00
Pythagorean Triples 00:00:00

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