Titlebook: (Mostly) Commutative Algebra; Antoine Chambert-Loir Textbook 2021 Springer Nature Switzerland AG 2021 Commutative Algebra.Rings.Ideals and

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Margret Liehn,Hannelore Schlautmannpe of proving Fermat’s Last Theorem! — tried to make use of unique factorization in rings where it didn’t hold. Ideals are one device that was then invented to gain a better understanding of divisibility. In this context, there are two natural analogues of prime numbers, namely maximal and prime ideals.

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Ning Zhou,Xiaowei Zhang,Xiaoting Hans in coordinates, as well as to representat linear maps by matrices. Over a ring which is not a field, there exist modules which are not free, and the classification of modules over general rings is much more delicate, if not impossible.

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Antoine Chambert-LoirVery well written text, with good, motivational examples and exercises, both somewhat theoretical as well as more practical, calculatory.Includes many well-chosen exercises (of different degrees of di

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Front Mattereichtern die Umsetzung im Alltag. .Der Inhalt ist angelehnt an die Lehrinhalte der Allg. GuKP und stellt eine wertvolle Lektüre für alle Auszubildenden in Pflegeberufen dar. Es richtet sich aber auch an bereits Berufstätige und Lehrpersonen, die für ihre Patienten und sich selbst auf diesem Themengebiet „in Bewegung“ bleiben möchten..