CSIR NET 2024: Application Form(Released) ,Exam Date, Notification, Eligibility and Syllabus
“Welcome to the gateway of your academic aspirations – the CSIR NET 2024. As the prestigious exam season approaches, it’s time to embark on your journey towards excellence in the field of research and academia. In this comprehensive guide, we delve into the intricate details of the CSIR NET 2024, covering everything from the application process to the exam date, eligibility criteria, and syllabus. Whether you’re a seasoned aspirant or venturing into the realm of competitive exams for the first time, this guide is your roadmap to success. Let’s dive in and unravel the opportunities that await you on this exhilarating path of discovery.”
Important Dates:
| Online Application Form Submission | 01.05.2024 to 21.05.2024 |
| Last date for Fee Payment | 22.05.2024 to 23.05.2024 (upto 11:50 PM) |
| Correction Window | 25.05.2024 to 27.05.2024 |
| Date/s of exam | 25, 26 & 27th June, 2024 |
| Duration of the Exam | 180 minutes (03 hours) |
| Pattern of exam | Objective Type with MCQ |
| Total Test Papers | I. Chemical Sciences II. . Earth, Atmospheric, Ocean and Planetary Sciences III. Life Sciences IV. Mathematical Sciences V. Physical Sciences |
| Website | Council of Scientific and Industrial Research |
Eligibility Criteria
a) Academic Qualifications
● General/Unreserved/General-EWS Category:
○ Must have secured at least 55% marks in Master’s Degree or equivalent (without
rounding off).
● OBC (Non-Creamy Layer)/SC/ST/PwD/Third Gender:
○ Must have secured at least 50% marks in Master’s Degree or equivalent (without
rounding off).
b) Candidates Currently Pursuing or Awaiting Results
● Eligible to apply provisionally if currently pursuing Master’s degree, have appeared for the final
year exam, or are awaiting results.
● Must secure the required marks (55% for General/Unreserved/General-EWS, 50% for
OBC-NCL/SC/ST/PwD/Third Gender) in Master’s within two years from the NET result date.
● Candidates qualifying for “Admission to Ph.D. Only” must’ve completed their Master’s within
one year from the NET result date.
c) Third Gender Category
● Eligible for the same relaxations in fee, age, and eligibility criteria as SC/ST/PwD categories.
● Subject-wise cut-offs will be the lowest among SC/ST/PwD/OBC-NCL/General-EWS in the
corresponding subject.
d) Ph.D. Degree Holders
● Ph.D. holders who completed their Master’s by 19 September 1991 are eligible for a 5%
relaxation in aggregate marks (from 55% to 50%).
e) Documentation
● No certificates/documents required to be submitted initially to NTA.
● Candidates must ensure their eligibility as any ineligibility detected at any stage will result in
cancellation and legal action.
● NTA does not verify information during online registration; eligibility is provisionally subject to
fulfillment.
f) Post-Graduate Diplomas/Certificates
● Holders of post-graduate diplomas/certificates from Indian or foreign institutions must
confirm the equivalence with a Master’s degree from the Association of Indian Universities
(AIU), New Delhi.
g) Four-Year Bachelor’s Degree
● Candidates with a 4-year/8-semester bachelor’s degree must have at least 75% marks in
aggregate or equivalent grade.
● A 5% relaxation is allowed for SC/ST/OBC (non-creamy layer)/Differently-Abled/EWS and other
categories.
● Qualifying NET on a four-year undergraduate degree makes candidates eligible for Junior
Research Fellowship (JRF) and Ph.D. admission but not for Assistant Professor positions.
h) Final Year Students of Four-Year Bachelor’s Degree
● Final year/semester students may apply provisionally.
● Candidates must comply with UGC regulations for Ph.D. eligibility within two years of the NET
result date if they qualify for JRF, or within one year if they qualify solely for Ph.D. admission.
i) Subject Choice for Ph.D.
● Candidates with a Four-Year Bachelor’s Degree can choose the subject for the Ph.D. regardless
of their undergraduate discipline.
Ensure you meet these criteria before applying for the CSIR NET 2024 to avoid disqualification.
Syllabus (Mathematics)
Calculus of Variations
In the CSIR NET Mathematical Sciences syllabus, Calculus of Variations is essential for understanding how to find the functions that optimize certain functionals—integrals that depend on an unknown function and its derivatives. This topic includes the derivation of Euler-Lagrange equations and applications in physics and engineering, such as optimizing the shape of a structure or the path of a moving object.
Ordinary Differential Equations
Ordinary Differential Equations (ODEs) in the CSIR NET syllabus cover equations involving functions of a single variable and their derivatives. Key topics include first-order and higher-order linear differential equations, systems of ODEs, and methods like the Laplace transform and series solutions. Understanding ODEs is crucial for modeling dynamic systems in physics, chemistry, and biology.
Partial Differential Equations
Partial Differential Equations (PDEs) form a significant part of the CSIR NET syllabus. They involve functions of multiple variables and their partial derivatives. Key topics include the heat equation, wave equation, and Laplace’s equation, along with methods of solution like separation of variables and Fourier series. PDEs are essential for describing physical phenomena such as diffusion, vibrations, and electromagnetic fields.
Linear Algebra
Linear Algebra in the CSIR NET syllabus focuses on vectors, vector spaces, and linear transformations. Key topics include matrix operations, determinants, eigenvalues, and eigenvectors, as well as applications in solving systems of linear equations and diagonalization. Understanding these concepts is crucial for areas like quantum mechanics, computer graphics, and data science.
Linear Programming
Linear Programming in the CSIR NET syllabus addresses the optimization of linear objective functions subject to linear constraints. Important topics include the simplex method, duality theory, and sensitivity analysis. Applications range from maximizing profit in business to minimizing costs in logistics and resource management, making it a practical and valuable area of study.
Complex Analysis
Complex Analysis in the CSIR NET syllabus deals with functions of a complex variable. It includes the study of analytic functions, contour integration, and complex series. Key results like Cauchy’s Theorem and the Residue Theorem are covered, which have applications in evaluating integrals and solving differential equations. This subject is vital for advanced topics in physics and engineering.
Real Analysis
Real Analysis is extensively covered in the CSIR NET syllabus, focusing on the rigorous study of real-valued functions and sequences. Topics include limits, continuity, differentiation, integration, and sequences of functions. It provides the foundational framework for calculus and is essential for understanding advanced mathematical concepts and proving theorems.
Abstract Algebra
Abstract Algebra is a core topic in the CSIR NET syllabus, exploring algebraic structures such as groups, rings, and fields. Important topics include group theory, ring theory, and field theory, with applications in solving polynomial equations and understanding symmetry. This subject is foundational for theoretical computer science and advanced mathematics.
Numerical Analysis
Numerical Analysis in the CSIR NET syllabus involves developing algorithms for approximating solutions to mathematical problems. Topics include numerical methods for solving linear and nonlinear equations, numerical integration and differentiation, and numerical solutions of ODEs and PDEs. These techniques are crucial for scientific computing and practical applications in engineering.
Integral Equations
Integral Equations, part of the CSIR NET syllabus, involve equations where an unknown function appears under an integral sign. Key topics include Fredholm and Volterra equations, methods of solving them, and applications to boundary value problems and physical models. Understanding these equations is essential for various applications in physics and engineering.
Statistics
Statistics is an important component of the CSIR NET syllabus, focusing on data analysis, interpretation, and presentation. Key topics include probability distributions, descriptive statistics, inferential statistics, and regression analysis. Proficiency in statistics is vital for conducting research and making informed decisions based on data, applicable across various scientific disciplines.
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Courses Offered:
Read More –
 UDAY BATCH for CSIR NET June 2024 – click here
UDAY BATCH for CSIR NET DEC 2024 – click here
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