CSIR NET Mathematical Sciences Books, Study Materials- Get All Details Here!
The National Testing Agency conducts the Joint CSIR UGC NET examination on behalf of the Council of Scientific and Industrial Research and the University Grants Commission. This examination is conducted biannually in June and December for the five basic science subjects. To enhance the basic to advanced knowledge of any subject, candidates need the help of the best books. We will discuss the best CSIR NET Mathematical Sciences books here. These best books for CSIR UGC NET Mathematics will help the candidates to boost their preparation for the examination.
- 40 and 60 multiple-choice questions will be asked in Part B and Part C, respectively, out of which only 25 and 20 questions need to be answered.
- Some topics that candidates must know are- Linear Algebra, Real Analysis, Complex Variables, Statistics etc.
- These are some of the CSIR NET best books for Mathematical Sciences- Introduction to Real Analysis by S K Mapa, Linear Algebra Done Right by Sheldon Axler, Abstract Algebra by Dummit and Foote etc.
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Best Books For CSIR NET Mathematical Sciences
The CSIR NET Mathematical Sciences books help the candidates to complete the CSIR NET Mathematical Science syllabus thoroughly. All the topics are discussed in detail in these books. Candidates can prepare from these best books for CSIR UGC NET Mathematics from the beginner to advanced level. You must note all the essential points from the books while reading them.
List of best CSIR NET Mathematical Science Books are mentioned below:
- Foundations of Functional Analysis
- Real Analysis
- Real Analysis
- Introduction to Real Analysis
- Contemporary Abstract Algebra
- Abstract Algebra
- Linear Algebra Done Right
- Topics in Algebra
- Complex Variables and Applications
- Classical Mechanics
- Fundamentals of Statistics
- Integral Equations and Boundary Value Problems
- Ordinary and Partial Differential Equations
- Advanced Differential Equations
- How to Become a Human Calculator
- Principles of Mathematical Analysis
You can read detailed description of every books in below table with buying links as well.
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Best CSIR NET Mathematical Sciences Books |
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Name of books |
Authors/ Publishers |
Cover of books |
Highlights of books |
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Foundations of Functional Analysis |
S Ponnusamy |
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This book is divided into three parts- Basic facts of linear algebra and real analysis Normed spaces, contraction mappings, linear operators between normed spaces and fundamental results on these topics, Hilbert spaces and the representation of continuous linear function with applications. |
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Real Analysis |
N L Carothers |
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This book covers all the aspects of real analysis in details. |
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Real Analysis |
H L Royden and P M Fitzpatrick |
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This book covers the basic material in the classical theory of functions of a real variable, measure and integration theory and some of the more important and elementary topics in general topology and normed linear space theory. |
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Introduction to Real Analysis |
S K Mapa |
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This is the best book for NET mathematical science as per the syllabus and competitive exam point of view. |
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Contemporary Abstract Algebra |
Joseph A Gallian |
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This book presents the concepts and methodologies of contemporary abstract algebra as used by working mathematicians, computer scientists, physicists, and chemists. Applications are included to illustrate the utility of the abstract concepts. |
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Abstract Algebra |
Dummit and Foote |
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The book develops the theory of different algebraic structures, beginning from basic definitions to some in-depth results, using numerous examples and exercises to aid the reader's understanding. |
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Linear Algebra Done Right |
Sheldon Axler |
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The book focuses on the central goal of linear algebra: understanding the structure of linear operators on finite-dimensional vector spaces. New topics covered in the book include product spaces, quotient spaces, and dual spaces. |
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Topics in Algebra |
I N Herstein |
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This book on algebra includes extensive revisions of the material on finite groups and Galois Theory. |
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Complex Variables and Applications |
Brown and Churchill |
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This book provides introductory course in the theory and application of functions of a complex variable. It helps to develop those parts of the theory that are prominent in applications of the subject and also to furnish an introduction to applications of residues and conformal mapping. |
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Classical Mechanics |
Goldstein, Poole and Safko |
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This book introduces students to the increasingly important role that non-linearities play in contemporary applications of classical mechanics. Numerical exercises provided help students develop skills in the use of computer techniques to solve problems. |
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Fundamentals of Statistics |
S C Gupta |
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This book covers all the fundamental aspects of Statistics. |
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Integral Equations and Boundary Value Problems |
M D Raisinghania |
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This book offers an in-depth presentation of integral equations for the solution of boundary value problems. It provides a plethora of examples and step-by-step presentation of definitions, proofs of the standard results and theorems which enhance students' problem-solving skills. |
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Ordinary and Partial Differential Equations |
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This book covers the concepts of Ordinary and Partial Differential Equations. |
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Advanced Differential Equations |
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This book covers topics such as Boundary Value Problems and their Separation of Variables, Laplace Transforms with Applications, Fourier Transforms and their Applications, the Hankel Transform and its Applications and Calculus of Variations. |
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How to Become a Human Calculator |
Aditi Singhal |
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This book discusses the techniques for faster calculations involving large numbers, including Vedic Maths. |
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Principles of Mathematical Analysis |
Walter Rudin |
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The book starts with an introduction on concepts such as normal, real and complex fields, sets which are ordered, an extended system of real numbers and Euclidean spaces. The other chapters contain subject matters of functions and its series, differentiation, continuity, variables and their functions, theory of Lebesgue and Riemann-Stieltjes Integral and certain special kind of functions. |
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Importance Of Selecting CSIR Net Mathematics books
Selecting the best CSIR NET Mathematical Sciences books for preparation is a significant step. If you fail to choose the best books for Mathematical Sciences for CSIR NET, you will miss important topics and thus risk your selection. Let us look at the importance of selecting the best CSIR NET books for Mathematical Sciences-
- Syllabus and Exam Pattern: On selecting the CSIR NET Mathematical Sciences books according to the latest syllabus and exam pattern, candidates can access all the topics mentioned in the syllabus and then study accordingly.
- Latest Edition: On choosing the latest edition of CSIR NET best books for Mathematical Sciences, candidates get the resources as per the latest trend and pattern, which prepares them much better for the examination.
- Significant Authors: On picking the CSIR NET books for Mathematical Sciences written by substantial authors, candidates understand the concepts better, as these books are written in simple and eloquent language. These authors consider the candidates' necessity while writing the books.
- Reviews of books: On knowing the reviews of the CSIR NET Mathematical Sciences books given by other aspirants, candidates get a vivid idea about the books' contents and their quality.
- Illustrations: On selecting the best books for CSIR NET Mathematical Sciences with images, candidates get the scope to understand the basic concepts quickly and efficiently. Illustrations help to remember things more and for a longer time.
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Tips To Prepare From The CSIR NET Mathematical Sciences Books
Candidates can follow these tips while preparing with the CSIR NET books for Mathematical Sciences-
- Go through the syllabus and mark all the topics you must mandatorily cover from the best books for Mathematical Sciences for the examination.
- Follow a study plan for your preparation so that you can cover all the topics from the best books for CSIR NET Mathematical Sciences in the stipulated time.
- Read and revise the CSIR NET Mathematical Sciences books daily for effective preparation.
- Highlight all the important points in the CSIR UGC NET Mathematical Sciences books pdf so that you can find them easily as and when you need them.
- Identify the chapters you are weak at and pay more attention to them so that you can cover the entire syllabus adequately.
- Take the CSIR NET Mathematical Sciences mock tests frequently for self analysis of your performance.
- Practice questions from the CSIR NET Mathematical Sciences previous years’ papers for a better understanding of the syllabus.
- Clear your doubts from the experts as and when you encounter them.
Check out CSIR NET Mathematical Science Preparation Tips From Here!
Importance Of CSIR NET Books For Mathematical Sciences
Candidates often wonder whether they should read the CSIR NET Mathematical Sciences books for the examination or not. To remove this confusion, let us know the importance of the CSIR NET best books for Mathematical Sciences-
- These books are strictly in accordance with the latest syllabus and exam pattern and thus help the candidates to complete the syllabus comprehensively.
- The CSIR NET books for Mathematical Sciences PDF provide the candidates with the best and well-researched materials that help the candidates to understand the subject better.
- These CSIR NET books for Mathematical Sciences are written in a very easy-to-understand language, making it easy for the students to grasp several concepts.
- Some of the best books for CSIR UGC NET Mathematics also provide a compilation of the previous years’ papers. Candidates get all the PYPs in one place.
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CSIR NET Mathematical Sciences Books: Study Materials
Upon reading the CSIR NET books for Mathematical Sciences, candidates should use various study materials to revise and practice the concepts they have learnt. These study materials must be a part of the students’ preparation process. Some of the most important study materials are-
- CSIR NET Mathematical Sciences Previous years’ papers
- CSIR NET Mathematics mock tests
- CSIR NET Mathematics notes
Know more about the CSIR NET Mathematics Study Material here!
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Books For Other CSIR Net Subjects |
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We hope that candidates can now magnify their preparation with the help of the CSIR NET Mathematical Sciences books. For more such information regarding the CSIR NET examination, candidates are advised to download the Testbook App.
Last updated: January 7, 2024
-> The NTA has released the CSIR NET 2025 Notification for the June session.
-> The CSIR NET Application Form 2025 can be submitted online by 23rd June 2025
-> The CSIR UGC NET is conducted in five subjects -Chemical Sciences, Earth Sciences, Life Sciences, Mathematical Sciences, and Physical Sciences.
-> Postgraduates in the relevant streams can apply for this exam.
-> Candidates must download and practice questions from the CSIR NET Previous year papers. Attempting the CSIR NET mock tests are also very helpful in preparation.
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