Description
Examples and Problems in Advanced Calculus: Real-Valued Functions, 1st ed. 2020
Author: Davvaz Bijan
Language: EnglishSubject for Examples and Problems in Advanced Calculus: Real-Valued...:
Approximative price 58.01 €
In Print (Delivery period: 15 days).
Add to cart the book of Davvaz BijanPublication date: 12-2021
382 p. · 15.5x23.5 cm · Paperback
Approximative price 58.01 €
In Print (Delivery period: 15 days).
Add to cart the book of Davvaz BijanPublication date: 12-2020
382 p. · 15.5x23.5 cm · Hardback
Description
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This book includes over 500 most challenging exercises and problems in calculus. Topical problems and exercises are discussed on set theory, numbers, functions, limits and continuity, derivative, integral calculus, Rolle?s theorem, mean value theorem, optimization problems, sequences and series. All the seven chapters recall important definitions, theorems and concepts, making this book immensely valuable to undergraduate students of engineering, mathematics, statistics, computer science and basic sciences.
BIJAN DAVVAZ is Professor at the Department of Mathematics, Yazd University, Iran. He earned his Ph.D. in Mathematics with a thesis on “Topics in Algebraic Hyperstructures” from Tarbiat Modarres University, Iran, and completed his M.Sc. in Mathematics from the University of Tehran. Apart from his role of a Professor, he also has served as Head of the Department of Mathematics (1998–2002), Chairman of the Faculty of Science (2004–2006) and Vice-President for Research (2006–2008) at Yazd University, Iran. His areas of interest include algebra, algebraic hyperstructures, rough sets and fuzzy logic. A member of editorial boards for 25 mathematical journals, Prof. Davvaz has authored 5 books and over 550 research papers, especially on algebra, fuzzy logic, algebraic hyperstructures and their applications.
Presents over 500 intensive exercises on calculus
Recalls important definitions, theorems, and concepts in all chapters
Discusses topics on set theory, numbers, functions, limits and continuity, derivative, integral calculus, Roll's theorem, mean value theorem, optimization problems, sequences, and series