We have compiled the list of Best Reference Books on Engineering Mathematics subject. These books are used by students of top universities, institutes and colleges. Here is the full list of best books on Engineering Mathematics along with reviews.
Kindly note that we have put a lot of effort into researching the best books on Engineering Mathematics subject and came out with a recommended list of best books. The table below contains the Name of these best books, their authors, publishers and an unbiased review of books on “Engineering Mathematics” as well as links to the Amazon website to directly purchase these books. As an Amazon Associate, we earn from qualifying purchases, but this does not impact our reviews, comparisons, and listing of these top books; the table serves as a ready reckoner list of these best books.
1. “Engineering Mathematics Vol. II” by Kandasamy P and Gunavathy K
“Engineering Mathematics Vol. II” Book Review: This book is written for students in later semesters of their engineering and have completed volume one of the book. Several important concepts like velocity, continuous and differentiable functions, concrete optimization problems, mean value theorem for integrals and many more are added in the subsequent chapters of the book. Plethora of solved examples as well as exercises are included in every chapter of the book.
2. “Higher Engineering Mathematics” by Grewal B S
“Higher Engineering Mathematics” Book Review: This book is an outcome of many years of research of the author. Complex Analysis with vector algebra is provided with enough solved as well as unsolved examples. Exercises are also provided at the end of each chapter. This book is for the students preparing for the GATE examination. Also students pursuing undergraduate studies in the subject can benefit from the book.
3. “Advanced Engineering Mathematics” by Kreyzig E
“Advanced Engineering Mathematics” Book Review: This book provides enough coverage, up to point mathematics solutions as well as sufficient exercises for the readers to gain maximum knowledge after the completion of the book. Provided in the book is WileyPLUS which is a powerful online teaching and learning environment that provides the entire digital textbook with sound resources. Plethora of solved examples are included in every chapter of the book. Students as well as practising engineers can benefit from the book.
4. “Advanced Engineering Mathematics” by Erwin Kreyszig
“Advanced Engineering Mathematics” Book Review: The book is an up-to-date edition featuring, latest theory and recent developments in advanced engineering mathematics. The chapters of this book are broadly based on linear algebra, vector calculus, Fourier analysis, partial differential equations, complex analysis, numerical methods, optimization, graphs, and probability and statistics. The topics and methods featured in this book are comprehensive, clear-cut, and elaborated with careful and correct mathematics. For better understanding and self-study of the readers, it consists of several exercises. The book will be suitable for the students, researchers, and professionals of mathematics, science, and engineering.
5. “Advanced Engineering Mathematics” by E Kreyszig
Book Review: This book is famously known for careful orientation of mathematics, amazing exercises, and information on many concepts with too much flexibility. The book also provides instructors and students with up-to-date information about engineering mathematics thereby helping the readers by teaching them and making them learn engineering mathematics. This book is very useful for engineers, physicists, mathematicians, computer scientists and many others.
6. “Advanced Engineering Mathematics” by Dennis G Zill and Warren S Wright
“Advanced Engineering Mathematics” Book Review: This book is written in a student-friendly way and teaches real subjects. This book is well described and is easy to understand. This book provides a detailed overview of the mathematical topics necessary for students planning a career in engineering or the sciences. The book focuses on differential equations as mathematical models, and discussing the constructs of each. The text here is flexible and is enough for various course offerings ranging from ordinary differential equations to vector calculus. The book covers topics like Introduction to Differential Equations, Higher-Order & First-Order Differential Equations, The Laplace Transform, Series Solutions of Linear Differential Equations, Numerical Solutions of Ordinary Differential Equations, Vectors, Matrices, Vector Calculus, Functions of a Complex Variable, Integration in the Complex Plane, Series and Residues, Conformal Mappings, Numerical Solutions of Partial Differential Equations, Systems of Linear and Nonlinear Differential Equations, Integral Transform Method, etc along with appendices.