# Free ↠ The Higher Arithmetic: An Introduction to the Theory of Numbers By H. Davenport – Tactical-player.co.uk

The Theory Of Numbers Is Generally Considered To Be The Purest Branch Of Pure Mathematics And Demands Exactness Of Thought And Exposition From Its Devotees It Is Also One Of The Most Highly Active And Engaging Areas Of Mathematics Now Into Its Eighth Edition The Higher Arithmetic Introduces The Concepts And Theorems Of Number Theory In A Way That Does Not Require The Reader To Have An In Depth Knowledge Of The Theory Of Numbers But Also Touches Upon Matters Of Deep Mathematical Significance Since Earlier Editions, Additional Material Written By J H Davenport Has Been Added, On Topics Such As Wiles Proof Of Fermat S Last Theorem, Computers And Number Theory, And Primality Testing Written To Be Accessible To The General Reader, With Only High School Mathematics As Prerequisite, This Classic Book Is Also Ideal For Undergraduate Courses On Number Theory, And Covers All The Necessary Material Clearly And Succinctly

Gift

i used this book with my prof s lecture notes and it helped me grasped better what was in the lecture notes it s also easy to read.

Very good.

IntroductionSeveral years ago, a tutor showed me her copy of this book and highly recommended it as a primer for this topic I have compared the contents list seventh edition, 1999 of mine, against this new copy contents list and both are pretty close to each other Although this edition will be much updated.Why is this book worth recommending This book encourages the reader to return to its pages again

very well written and easy to understand

This was the first book I read on the theory of numbers It is a fascinating subject, and this book is the perfect introduction It is written by Harold Davenport, a famous number theorist of the 20th century It gives an introduction to several areas of the subject primitive roots and quadratic residues, sums of squares, continued fractions, quadratic forms, Diophantine equations which are accessible without much prior ma