Overview

This is a clear, rigorous and self-contained introduction to PDEs for a semester-based course on the topic. For the sake of smooth exposition, the book keeps the amount of applications to a minimum, focusing instead on the theoretical essentials and problem solving. The result is an agile compendium of theorems and methods - the ideal companion for any student tackling PDEs for the first time. Vladimir Tolstykh is a professor of mathematics at Istanbul Arel University. He works in group theory and model-theoretic algebra. Dr. Tolstykh received his Ph.D. in Mathematics from the Ural Institute of Mathematics and Mechanics (Ekaterinburg (Russia) in 1992 and his Doctor of Science degree in Mathematics from the Sobolev Institute of Mathematics (Novosibirsk, Russia) in 2007.

Full Product Details

9783110677249

Table of Contents

Reviews

""The main text is enriched with some examples on the usage of Maple and the online resource Wolfram Alpha for solving problems related to the theory of PDEs. The presentation is clear and the book is written so as to be accessible to a wide audience."" Ahmed Lesfari (El Jadida), zbMath (Zentralblatt Math, https: //zbmath.org/?q=an%3A07205681, accessed 02/22/2021) ""For me, a high point of reading Partial Differential Equations An Unhurried Introduction was the geometric approach that the author takes, I also really like that there is a significant treatment of not-necessarily-linear problems. Overall, Partial Differential Equations An Unhurried Introduction is an interesting textbook option and I believe it is worthy of adoption for a course. "" Jason Graham, MAA (Mathematical Association of America) website, on 12/20/2020, (https: //www.maa.org/press/maa-reviews/partial-differential-equations-an-unhurried-introduction, accessed 02/22/2021)

The main text is enriched with some examples on the usage of Maple and the online resource Wolfram Alpha for solving problems related to the theory of PDEs. The presentation is clear and the book is written so as to be accessible to a wide audience. Ahmed Lesfari (El Jadida), zbMath (Zentralblatt Math, https: //zbmath.org/?q=an%3A07205681, accessed 02/22/2021) For me, a high point of reading Partial Differential Equations An Unhurried Introduction was the geometric approach that the author takes, I also really like that there is a significant treatment of not-necessarily-linear problems. Overall, Partial Differential Equations An Unhurried Introduction is an interesting textbook option and I believe it is worthy of adoption for a course. Jason Graham, MAA (Mathematical Association of America) website, on 12/20/2020, (https: //www.maa.org/press/maa-reviews/partial-differential-equations-an-unhurried-introduction, accessed 02/22/2021)

The main text is enriched with some examples on the usage of Maple and the online resource Wolfram Alpha for solving problems related to the theory of PDEs. The presentation is clear and the book is written so as to be accessible to a wide audience. Ahmed Lesfari (El Jadida), zbMath (Zentralblatt Math, https: //zbmath.org/?q=an%3A07205681, accessed 02/22/2021) For me, a high point of reading Partial Differential Equations An Unhurried Introduction was the geometric approach that the author takes, I also really like that there is a significant treatment of not-necessarily-linear problems. Overall, Partial Differential Equations An Unhurried Introduction is an interesting textbook option and I believe it is worthy of adoption for a course. Jason Graham, MAA (Mathematical Association of America) website, on 12/20/2020, (https: //www.maa.org/press/maa-reviews/partial-differential-equations-an-unhurried-introduction, accessed 02/22/2021)

Author Information

Vladimir A. Tolstykh, Istanbul Arel University, Turkey.

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