# [[ Download kindle ]] Number Theory: 10 (Dover Books on Mathematics) Author George E Andrews – Andy-palmer.co.uk

Written By A Distinguished Mathematician And Teacher, This Undergraduate Text Uses A Combinatorial Approach To Accommodate Both Math Majors And Liberal Arts Students In Addition To Covering The Basics Of Number Theory, It Offers An Outstanding Introduction To Partitions, Plus Chapters On Multiplicativity Divisibility, Quadratic Congruences, Additivity, And

One of the reviews of this book notes that the equations are images and rather on the small side I checked the preview and decided they were big enough, and went ahead and bought the Kindle version Big mistake The equations when seen through the Kindle reader are about half as big as in the preview and make reading the book without painstakingly enlargin

As a retired statistician and teacher, I never had the opportunity to formally study number theory Over the years I was exposed to the topic and learned some of the basics sort of the tip of the iceberg I learned enough to want to know hence, the acquisition of this book I am quite familiar with Dover Publications and a big fan of their libary Dover typically p

A few years ago, I read this book by George Andrews of Penn State University into chapter 8 and this 1971 textbook by him already shows his long interest in both combinatorics and number theory Where I stopped reading was when the author s proofs started being multiple pages long.Here are the titles of the chapters with their starting pages PART I Multiplicativity Divis

Good book It may help to be familiar with proof by induction before reading this book However the book does spend 1 chapter in the beginning covering proof by induction.

You simply can not beat the content for the price One huge complaint though for the Kindle Edition On the big iPad Pro, some formulas are just about unreadable The formulas appear to be images and their size can not be adjusted with the text size adjustment The resolution on these formula image is so poor that some of the small parts of the formula, like subscripts and superscripts are