Best Reference Books – Vector Analysis

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We have compiled the list of Top 10 Best Reference Books on Vector Analysis subject. These books are used by students of top universities, institutes and colleges. Here is the full list of top 10 best books on Vector Analysis along with reviews.

Kindly note that we have put a lot of effort into researching the best books on Vector Analysis subject and came out with a recommended list of top 10 best books. The table below contains the Name of these best books, their authors, publishers and an unbiased review of books on "Vector Analysis" 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. “VECTOR ANALYSIS: Schaum’s Outlines Series” by Murray Spiegel and Seymour Lipschutz

“VECTOR ANALYSIS: Schaum’s Outlines Series” Book Review: This book is implemented as a textbook for students who have taken courses in Vector analysis. It provides more than hundreds of problems to practice. It is useful for preparation for exams.

2. “A Text Book of Vector Analysis” by Narayan Shanti and Mittal P K

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“A Text Book of Vector Analysis” Book Review: It discusses the multiplication of vectors by scalars and the addition of vector geometry. It explains the vector product and scalar triple product. It also deals with geometry with cartesian coordinates. It provides appendices that cover statics with vectors, vector-valued functions of scalar variables. It also includes differential operations and integral transformers.

3. “Elementary Vector Analysis with Application to Geometry and Physics (Classic Reprint)” by C E Weatherburn

“Elementary Vector Analysis with Application to Geometry and Physics (Classic Reprint)” Book Review: It describes the advantage of geometry and mechanics in elementary vector analysis. Vector analysis is explained with a straight line, the plane, the sphere and the twisted curve. Elementary principles have been discussed in the mechanic’s concepts. It explains the theorems about moments, parallel forces, couples and the equilibrium of bodies.

4. “Vector Analysis” by Duraipandian

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“Vector Analysis” Book Review: It is designed for undergraduate students of physics, mathematics and engineering. It explains the differentiation applied to geometry and vector functions. It discusses the gradient of a scalar point function. It also deals with divergence and curl of vector point functions. It describes the integral theorems, surface integrals and line integrals.

5. “Solutions to Weatherburn’s Elementary Vector Analysis: With Applications to Geometry and Mechanics” by Rajnikant Sinha

“Solutions to Weatherburn’s Elementary Vector Analysis: With Applications to Geometry and Mechanics” Book Review: This book will be useful for undergraduate students. It acts as a guide for appearing in competitive examinations. It explains the kinematics of particles and rigid bodies. It also explains the dynamics of particles and rigid bodies. It provides detailed solutions for all the topics. It also discusses the concepts of statics of rigid bodies.

6. “Vector Analysis (Dover Books on Mathematics)” by Louis Brand

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“Vector Analysis (Dover Books on Mathematics)” Book Review: This book is meant for undergraduate students that give an introduction to tools of vector algebra and calculus. It explains the functions of scalar and vector which are fully illustrated. It also explains the basic postulates of vector analysis. It provides a brief introduction to abstract vector space. Concepts that are mentioned in this book are simple and easy to understand.

7. “Vector Analysis Tensor Analysis and Linear Vector Space” by S P Kuila

“Vector Analysis Tensor Analysis and Linear Vector Space” Book Review: This book is designed as a textbook for undergraduate students. It explains vector analysis and linear vector space. It provides reading sections, multiple-choice questions for students to practice. It also includes reading comprehension and writing skills to boost students skills.

8. “Vector and Tensor Analysis (Dover Books on Mathematics)” by George E Hay

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“Vector and Tensor Analysis (Dover Books on Mathematics)” Book Review: This book is useful for engineering students that provides an introduction to classic vector and tensor analysis. It is also useful for physics and mathematics branch students. It covers concepts of elementary vector operations such as linear vector differential equations and solid analytic and differential geometry. It explains the partial differentiation, integration, green’s theorem and stoke’s theory. Irrotational vectors and solenoid vectors were also discussed. Concepts of tensors analysis such as contravariant and covariant tensor are discussed. Metric tensors and conjugate tensors are also described in this book. It also deals with geodesics, oriented cartesian tensors and Christoffel symbols. It provides worked-out examples and problems to be solved.

9. “Vector Algebra and Analysis with Applications” by Prasun Kumar Nayak

“Vector Algebra and Analysis with Applications” Book Review: This book is useful for students preparing for competitive exams. It is meant for engineering, physics and mathematics students. It explains the principles of vector algebra. It discusses the scleras, vectors and vector algebra. It also describes the concepts of vector differentiation and the differential operators. It deals with vector integration and integral theorems. Definitions and important terms are explained in an easy and simple manner. It provides worked-out examples and figures for a better understanding of concepts. It also contains objective questions from an exam point of view.

10. “Vector Analysis with Applications” by A A Shaikh

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“Vector Analysis with Applications” Book Review: This book will be helpful for undergraduate students of different universities. It describes the elements of vector algebra, vector products and their applications. It deals with vector differential calculus, and its applications. It also explains the applications of vector calculus. Each concept is explained with geometric figures and examples. More examples are provided for a better understanding of concepts.

People who are searching for Free downloads of books and free pdf copies of these top 10 books on Vector Analysis – we would like to mention that we don’t have free downloadable pdf copies of these good books and one should look for free pdf copies from these Authors only if they have explicitly made it free to download and read them.

We have created a collection of best reference books on "Vector Analysis" so that one can readily see the list of top books on "Vector Analysis" and buy the books either online or offline.

If any more book needs to be added to the list of best books on Vector Analysis subject, please let us know.

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Manish Bhojasia - Founder & CTO at Sanfoundry
Manish Bhojasia, a technology veteran with 20+ years @ Cisco & Wipro, is Founder and CTO at Sanfoundry. He is Linux Kernel Developer & SAN Architect and is passionate about competency developments in these areas. He lives in Bangalore and delivers focused training sessions to IT professionals in Linux Kernel, Linux Debugging, Linux Device Drivers, Linux Networking, Linux Storage, Advanced C Programming, SAN Storage Technologies, SCSI Internals & Storage Protocols such as iSCSI & Fiber Channel. Stay connected with him @ LinkedIn | Youtube | Instagram | Facebook | Twitter