**Best Reference Books on Engineering Mathematics**, which are used by students of top universities, and colleges. This will help you choose the right book depending on if you are a beginner or an expert. Here is the complete list of

**Engineering Mathematics Books**with their authors, publishers, and an unbiased review of them as well as links to the Amazon website to directly purchase them. If permissible, you can also download the free PDF books on Engineering Mathematics below.

1."Engineering Mathematics Vol. II" by Kandasamy P and Gunavathy K
“Engineering Mathematics Vol. II” Book Review: This book is for engineering students who finished volume one and are in later semesters. It explains essential concepts like velocity, continuous and differentiable functions, concrete optimization problems, and the mean value theorem for integrals. The book has many solved examples and exercises in each chapter.
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2."Higher Engineering Mathematics" by Grewal B S
“Higher Engineering Mathematics” Book Review: The author spent many years researching and wrote this book. It teaches Complex Analysis with vector algebra and has lots of examples that are solved and unsolved. There are also exercises at the end of each chapter. The book is for students who are preparing for the GATE exam or studying the subject in college.
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3."Advanced Engineering Mathematics" by Kreyzig E
“Advanced Engineering Mathematics” Book Review: This book provides math solutions and exercises to help readers learn. It also comes with WileyPLUS, an online platform for teaching and learning that includes the digital textbook and other resources. Every chapter in the book has solved examples. Students and practicing engineers will find the book helpful.
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4."Advanced Engineering Mathematics" by Erwin Kreyszig
“Advanced Engineering Mathematics” Book Review: This book is a new version with the latest ideas and recent progress in advanced engineering math. It has chapters about different subjects, such as math operations with lines, math operations with vectors, breaking down waves into smaller parts, solving complex math problems, using numbers to solve equations, finding the best solution, drawing charts, and predicting the odds. The book has easy to understand explanations with correct math proofs, and there are many practice exercises to help you learn. This book is useful for students, researchers, and experts in math, science, and engineering.
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5."Advanced Engineering Mathematics" by E Kreyszig
Book Review: The book is renowned for its meticulous approach to mathematics, comprehensive range of exercises, and adaptable presentation of complex concepts, making it an invaluable resource for students and instructors seeking current information on engineering mathematics. With its comprehensive coverage, the book enables readers to learn and master engineering mathematics. It is highly beneficial for professionals from various fields, including engineers, physicists, mathematicians, computer scientists, and many others.
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6."Advanced Engineering Mathematics" by Dennis G Zill and Warren S Wright
“Advanced Engineering Mathematics” Book Review: This book presents in a student-friendly way, with clear descriptions that are easy to understand. It provides a comprehensive overview of mathematical topics essential for students pursuing careers in engineering or the sciences, with a particular focus on using differential equations as mathematical models and discussing their constructs. The flexible text covers a wide range of course offerings, from ordinary differential equations to vector calculus, including topics such as 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, and more, along with appendices.
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7."Advanced Engineering Mathematics" by Dennis G Zill and Warren S Wright
“Advanced Engineering Mathematics” Book Review: This book is essential for students pursuing careers in engineering or the sciences as it covers a wide range of mathematical topics. It focuses on using differential equations as mathematical models and discusses their constructs and pitfalls. The book also covers probability and statistics, vector calculus, and partial differential equations. Additionally, it includes numerous examples, interesting applications, and contributed project problems that will be highly beneficial to readers.
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8."Advance Engineering Mathematics" by Zill D G
“Advanced Engineering Mathematics” Book Review: This book is intended for undergraduate engineering students and covers a range of topics, including matrix theory, differential calculus, and differential equations. It also provides information on integral calculus and linear transformations. The book includes solved and unsolved problems at the end of each chapter, which will be highly beneficial for students preparing for the GATE exam.
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9."Advanced Engineering Mathematics" by Jain R K
“Advanced Engineering Mathematics” Book Review: This book covers a wide range of mathematical topics necessary for engineering students. It includes topics such as differential equations, linear algebra, complex analysis, and probability theory, among others. The author provides clear explanations and examples throughout the book to help readers understand the concepts. The book also includes numerous exercises and problems for students to practice and test their knowledge.
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10."Skills in Mathematics - PLAY WITH GRAPHS for JEE Main and Advanced" by Amit M Agarwal
“Skills in Mathematics – PLAY WITH GRAPHS for JEE Main and Advanced” Book Review: This book is suitable for engineering students, researchers, and anyone interested in mathematics. It is divided into three chapters: the first chapter provides an introduction to graphs, the second chapter covers curvature, transformations, and asymptotes, while the third chapter focuses on singular points and curve tracing. The book includes definitions, diagrams, and appropriate graphs to aid the reader’s understanding. Each chapter also contains solved examples, exercise problems, and objective questions at the end to assist readers in comprehending the material.
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11."Skills In Mathematics - DIFFERENTIAL CALCULUS for JEE Main and Advanced" by Amit M Agarwal
“Skills In Mathematics – DIFFERENTIAL CALCULUS for JEE Main and Advanced” Book Review: This book is designed according to the needs of engineering students and primarily focuses on differential calculus. It comprises seven chapters covering a wide range of topics, including essential mathematical tools, normals and monotonicity, maxima and minima, and graphical transformations. The book also discusses limits, continuity, and differentiability, as well as dy/dx as a rate measurer and tangents. Each chapter concludes with solved examples, multiple-choice questions, assertions and reasons, passage-based questions, and matching-type questions, all of which will aid readers in comprehending the material.
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12."Skills in Mathematics - VECTORS and 3D GEOMETRY for JEE Main and Advanced" by Amit M Agarwal
“Skills in Mathematics – VECTORS and 3D GEOMETRY for JEE Main and Advanced” Book Review: This book is specifically designed for students preparing for engineering entrance examinations and focuses on the practical applications of vector analysis and 3D geometry. It is divided into three chapters, with the first chapter covering vector algebra, the second chapter covering vector products, and the last chapter covering the three-dimensional coordinate system. The book covers various topics such as scalar triple products, vector triple products, straight and skew lines, and information on the product of two vectors, cross product of two vectors, and linear combinations of vectors. Each chapter includes solved examples, multiple-choice questions, numerical questions, and passage-based questions to help readers gain a comprehensive understanding of the material.
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13."Advanced Engineering Mathematics with MATLAB, Third Edition (Advances in Applied Mathematics)" by Dean G Duffy
“Advanced Engineering Mathematics with MATLAB, Third Edition (Advances in Applied Mathematics)” Book Review: This book is intended for engineering students seeking advanced knowledge of MATLAB. It covers various topics including Green’s functions, mean, variance, and probability density functions. Additionally, it focuses on the use of numerical methods for solving differential equations and provides information on Laplace transforms, partial differential equations, and z-transforms. The book also covers the Hilbert transform, vector calculus, and linear algebra. To help readers fully grasp the material, each chapter includes solved examples, problems, and projects.
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14."Mathematics for the JEE: Mains and Advanced" by Manan Khurma
“Mathematics for the JEE: Mains and Advanced” Book Review: This book is designed for students preparing for the engineering entrance examination. It covers fundamental concepts of topics that assist students in clearing the examination. In addition to the theoretical approach, it also includes solved examples, numerical problems, multiple choice questions, and subjective type questions at the end of each chapter.
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15."Advance Engineering Mathematics" by M L Rawat
“Advance Engineering Mathematics” Book Review: This book covers a wide range of topics such as linear algebra, matrices, differential equations, vectors, and interpolation methods. It delves into the solutions of algebraic equations, first and second-order differential equations, and Laplace transform, while also giving attention to the Z-transform. To aid students in their learning, the book includes solved examples, numericals, multiple-choice questions, passage-based questions, matching type questions, and projects at the end of each chapter.
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16."Advanced Engineering Mathematics" by Peter V O'Neil
Book Review: The book employs mathematical models, illustrations, and a plethora of examples to elucidate several topics of engineering mathematics, rendering them comprehensible to students. The utilization of computer graphics in the book facilitates the depiction of concepts and problem sets. The book comprises revised examples and problems that foster a lucid flow of ideas. It is categorized into six parts, encompassing a diverse range of subjects such as ordinary differential equations, vectors and linear algebra, qualitative methods and differential equation systems, vector analysis, Fourier analysis, wavelets, among others.
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17."Advance Engineering Mathematics" by Zill D G
“Advance Engineering Mathematics” Book Review: This book is intended specifically to engineering students and covers a variety of mathematical concepts, such as differential equations, vector calculus, partial differential equations, Laplace transformation, Fourier transform, first and second order differential equations, and differential equations with variable coefficients. Furthermore, it delves into probability and statistics and explores additional topics, including autonomous DEs and direction fields, translation property, Bessel functions, LU-factorization, and da Vinci’s apparatus for determining speed, accompanied by solved examples and exercises at the end of each chapter.
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18."Advance Engineering Mathematics" by I J S Sarna
“Advance Engineering Mathematics” Book Review: This book covers a wide range of topics in mathematics that are relevant to engineering students. It is divided into several parts, each of which covers a specific area of mathematics. The topics covered include calculus, differential equations, linear algebra, complex analysis, numerical analysis, and probability and statistics.
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19."Advanced Engineering Mathematics" by H C Taneja
“Advanced Engineering Mathematics” Book Review: This book delivers a detailed introduction to advanced engineering mathematics, encompassing a broad range of topics such as solid geometry, infinite series, differential and integral calculus, matrices, vector calculus, ordinary differential equations, special functions, Laplace transforms, complex analysis, Fourier analysis, partial differential equations, statistics, numerical methods, and linear programming, among others. It also discusses algebraic and transcendental methods for solving equations, numerical methods, computation of errors and their associated formulas, interpolation techniques, interpolation formulas for equal intervals, and more.
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