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- Section 1 explores the abstract definitions of a ring …
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This free course appears at Scotsman John Napier, best identified to for his treatise on Protestant faith. However, it was his curiosity in a totally different topic that radically altered the course of arithmetic. After forty years of dabbling in maths, he revealed his desk of logarithms within the early 17th century. This free course accommodates an introduction to rings and polynomials. We see that polynomial rings have many properties in frequent with the integers; for example, we will outline a division algorithm, and this allows us to develop the analogue of the best common factor for two polynomials.