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What is Integer Ring and Polynomial Theory about?

1. The integers form a ring under addition and multiplication. A number d divides another number s if s can be written as d multiplied by an integer. 2. The Euclidean algorithm can be used to find the greatest common divisor (GCD) of two integers by repeatedly dividing them. This works because the integers form an integral domain where division is possible. 3. Polynomials over a finite field also form a ring. The Euclidean algorithm and unique factorization theorem apply to polynomials similarly as to in

Author

Dedar Rashid

Language

EN