Global Certificate in Math Competition & Number Theory
-- ViewingNowThe Global Certificate in Math Competition & Number Theory is a comprehensive course designed to enhance your mathematical skills and problem-solving abilities. This course is critical for individuals seeking to excel in mathematical competitions, research, or teaching roles.
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⢠Number Theory Basics ⢠Introduction to number systems, properties of integers, divisibility, prime numbers, and greatest common divisors. ⢠Modular Arithmetic ⢠Congruences, modular inverse, Euler's totient function, and Euler's theorem. ⢠Diophantine Equations ⢠Linear and quadratic Diophantine equations, solving methods, and applications. ⢠Congruence Classes and Chinese Remainder Theorem ⢠Congruence classes, systems of congruences, and the Chinese Remainder Theorem. ⢠Fermat's Little Theorem & Euler's Formula ⢠Fermat's Little Theorem, Euler's Formula, and their applications in number theory. ⢠Quadratic Residues & Legendre Symbol ⢠Quadratic residues, the Legendre symbol, and the Law of Quadratic Reciprocity. ⢠Continued Fractions & Pell's Equation ⢠Continued fractions, simple continued fractions, and solutions of Pell's equation. ⢠Primality Testing & Algorithms ⢠Primality testing methods, Fermat's primality test, Miller-Rabin primality test, and AKS primality test. ⢠Cryptography & Number Theory ⢠Applications of number theory in cryptography, RSA encryption, and Diffie-Hellman key exchange.
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