(window.AmazonUIPageJS ? .unifiedLocationMobileButton{margin-left:0!important;margin-right:0!important}li #unifiedLocationCountrySelectionLink .a-box-inner{padding:0}.unifiedLocationMarginLeftClass{margin-left:10px}.ddm-cust-addr-btn .a-button-inner{background:#fff}.ddm-cust-addr-btn.a-button-small .a-button-text{font-size:13px}.ddm-cust-addr-btn:hover{border-color:#e47911}.ddm-cust-addr-btn:hover .a-button-inner{background:#fefaf6}.ddm-country-select{padding:2px}.ddm-sbr-undeliverable-alert{color:#d00000;font-weight:700}#ftMessage b,#ftMessage strong{color:#333}#ftMessage #ftCountdown,#ftMessage b a:link{font-weight:700!important}#ftMessage span.rddTitle{color:#090;font-weight:700} Hardy and E.M. Wright (published by the Oxford University Press, London) This index compiled by Robert E. Kennedy and Curtis Cooper, Central Missouri State University. .iou-actions{margin-bottom:-10px!important}.iou-purchase-reminder{display:none} Try to learn and understand number theory at a comfortable level so that you can understand some of the least to most advance level topics found in this book. EMBED. `...remains invaluable as a first course on the subject, and as a source of food for thought for anyone wishing to strike out on his own.' Taught by veteran Teaching Company instructor Edward B. Burger, this 24-lecture course offers an exciting adventure into the world Prime Numbers – 2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47,53, 59, 61 . Title 512’ .7 QA241 ISBN 0 521 24383 1 hard covers ISBN 0 521 28654 9 paperback AS Preface ix Introduction: Gauss and number theory xi 1 Divisibility 1 1 Foundations 1 2 Division algorithm 1 3 Greatest common divisor 2 The logic is clear and easy to follow. Number Theory (Dover Books on Mathematics), A Mathematician's Apology (Canto Classics). 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