The most effective calculus ebook of its generation, Jon Rogawski’s Calculus: Early Transcendentals, 3rd edition, (PDF) uses a perfect balance of devoted conceptual focus and official accuracy, assisting university student develop strong computational abilities while continuously enhancing the importance of calculus to their future research studies and their lives. Guided by brand-new author Colin Adams, the brand-new 3rd edition remains real to the late Jon Rogawski’s extremely efficient and rejuvenating method, while making use of substantial trainee and trainer, and Adams’ 30+ years as a calculus instructor and author of numerous mathematics books for basic audiences. NOTE: This sale only consists of Adams/Rogawski’s Calculus: Early Transcendentals 3e inPDF No access or online codes consisted of. .
Rogawski’s Calculus: Early Transcendentals (3rd edition) – PDF
eBook details
- Authors: Jon Rogawski, Colin Adams
- File Size: 62 MB
- Format: PDF
- Length: 1050 pages
- Publisher: Freeman/Worth; 3rd edition
- Publication Date: January 6, 2016
- Language: English
- ASIN: B01MS5HN2Z
- ISBN-10: 1464114889, 1319055915
- ISBN-13: 9781464114885, 9781319055912
Original price was: $140.99.$21.00Current price is: $21.00.
About The Author
Colin Adams
Dr. Colin Conrad Adams is a Professor of Mathematics at Williams College. He is one of the world's leading researchers of knot theory and has published widely on this and other mathematical topics. He is the winner of the Mathematical Association of America Distinguished Teaching Award for 1998 and has authored and co-authored many best-selling books.
Jon Rogawski
Dr. Jon Rogawski received his BA and MSc at Yale, and a Ph.D. in maths from Princeton University, where he studied under Dr. Robert Langlands. Prior to joining the Department of Mathematics at UCLA, where he is currently a Full Professor, Jon held teaching positions at the University of Chicago and Yale, and research positions at the University of Bonn and Institute for Advanced Study. Dr. Rogawski's areas of interest are automorphic forms, number theory, and harmonic analysis on semisimple groups. Jon has published numerous research articles in leading mathematical journals. He is the recipient of a Sloan Fellowship and an editor of The Pacific Journal of Mathematics. Jon is a passionate classical music lover and plays classical guitar and the violin.
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