Number theory is one of the largest and most popular subject areas in mathematics, and this book is a superb entry to the subject. It features a well-known international author and covers enough material to satisfy both students and the serious researcher. A splendid addition to the marque series of the AMS publishing program.
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本书是一本经典的数论名著,取材于作者在牛津大学,剑桥大学等大学授课的讲义.主要包括:素数理论,无理数,费马定理,同余式理论,连分数,用有理数逼近无理数,不定方程,二次域 ...
... Editor Collected Works of Witold Hurewicz 1995 3.2 Richard E. Block , Nathan Jacobson , J. Marshall Osborn , David J. Saltman , and Daniel Zelinsky , Editors A. Adrian Albert Collected Mathematical Papers : Nonassociative Algebras ...
For one-semester undergraduate courses in Elementary Number Theory This title is part of the Pearson Modern Classics series.
In addition to the instructional material, the book contains hundreds of problems ... This book is ideal for students who have mastered basic algebra, such as solving linear equations.
At the end of a course using this book, the students will understand how mathematics is developed from asking questions to gathering data to formulating and proving theorems. The mathematical prerequisites for this book are few.
Definition 4.8: Let R be any non-associative ring, R is said to be a right alternative ring if (xy) y = x (yy) for ... by the following table: The loop ring ZL is a right alternative ring as the loop L itself a right alternative loop.
This text blends classical theory with modern applications and is notable for its comprehensive exercise sets.
Elementary Number Theory
Smarandache geometries were applied to construct many world from conservation laws as a mathematical tool([2]). For Smarandache n-manifolds, Iseri constructed Smarandache manifolds for n = 2 by equilateral triangular disks on a plane in ...