# CSIR NET Previous Yr. Que. Papers Collection

Collection of CSIR-NET (Mathematical Science) Previous Year Question Papers year-wise up to 2022 (Latest exam). FREE PDF Download with answer key.

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# Latest Handwritten PDF Notes for CSIR NET, GATE, SET, JAM, PCS, MSc/PhD Exams in Mathematics

Here we have prepared the subject-wise handwritten study materials (PDF Notes) based on the latest syllabus of CSIR-NET, GATE, SET, JAM, PSC, CUCET, BHU, etc. exams. These notes are very very helpful in self-preparation, written in an easy way so that you can easily understand the concepts and be ready for your exams (Read Students Feedback).

8. Linear Programming with Sol. (Sample PDF): Buy Now
13. Numerical Analysis with Sol.

Not only read theory & solve problems but also make a strategy for exam a/c to your preparation. Keep in mind that, it is not necessary to solve all problems in exams, your guessing power should also be strong which comes by solving a lot of problems.

CSIR-NET Exam Tips/Trick for scoring marks easily: Visit Here

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# CSIR NET Mathematics 2021 June Exam Marks and Rank

Here, we have collected CSIR NET Mathematics 2021 June exam marks and based ranks shared by NET/JRF qualified candidates.

Credit: Thanks to all those students who helped me to collect these data.

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# GATE Mathematics Prev. Yr. Cut-offs and Ranks

Here, we have provided GATE Mathematics Prev. Yr. Cut offs and Ranks shared GATE qualified candidates.

Credit: Thanks to all those students who helped me to collect these data.

If possible, kindly share the following GATE Survey form among your circle to collect the data to help GATE-2022 aspirants.

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# CSIR-NET (Maths) Topic-wise & Year-wise Solutions

Handwritten Solutions of CSIR-NET Mathematics Prev. Yr. Que. Papers (Upto Sept.-2022) are available here. Very very helpful in the preparation of CSIR-NET, SET, GATE, PSC, etc. and other equivalent exams. Self-preparation materials (No need for any coaching). Work is in progress.

Note: CSIR NET June-2021 exam was conducted in Feb-2022 and June-2022 exam in Sept. 2022.

1. General Aptitude Solution (NET 20 & 22 & GATE 2022-2016): Download PDF
5. Sol. of NT, NA, LPP & DS (Upto Sept-2022, Pages:166)Download PDF
6. Sol. of ODE, PDE, IE & COV (Upto Sept-2022): Download PDF
8. Combined Solutions (All above Sr. No. 2 – 7): Click Here

### CSIR-NET Year-wise Complete Solution

8. Combined Solutions of 2017D, 2018J, 2018D, 2019J, 2019D, 2020N & 2022F: Download Here
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# Quick Revision Notes for CSIR-NET, GATE, SET, JAM, Lecturer & Asst. Prof. Exams

Followings Quick Revision notes are VERY VERY helpful in Quick revision of concepts and refreshing your knowledge before starting practicing problems for NET/GATE/PSC and also before an exam. These notes are also useful in concepts revision before an interview of Ph.D./Asst. Prof./Lecturer Exams.

These notes are specially prepared for CSIR-NET, GATE, SET, JAM, Lecturer & Asst. Prof. Exams.

6. Linear Algebra(Sample):
8. PhD Interviews Questions Collection: Available Soon

Quick Revision Package

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# GATE Mathematics(MA) Solutions (Topic-wise & Year-wise)

Handwritten Solution of GATE Mathematics for self-preparation. We provide the best quality notes for self preparation of GATE Mathematics for those who can not afford coaching. The best way to prepare for GATE 2022 is to do the practice of problems from Previous Yr. Questions of GATE Mathematics. Start your preparation for GATE 2022 with P Kalika Notes and make a path to success.

### Year-wise Solution

GATE Topic-wise Solution

Buy All PDF Study Materials & Solutions for GATE: Check Here

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# NBHM PhD Scholarship Scheme 2021: Important Dates, Eligibility Criteria, Question Papers & Related Queries.

• Exam Date: August 18, 2021
• ### Selection procedure for the scholarship

Candidates shall be shortlisted for an interview based on their performance in the test. Final selection for the scholarship shall primarily be on the basis of performance in the test and the subsequent interview, although the selection committee may take into account other aspects of the candidate’s academic track record.

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Tata Institute of Fundamental Research PhD & Int. PhD Admissions (GS-2021)

### GS2021: Selection Process for Mathematics

Selection process for admission in 2021 to the various programs in Mathematics at the TIFR centers – namely, the PhD and Integrated PhD programs at TIFR, Mumbai as well as the programs conducted by TIFR CAM, Bengaluru and ICTS, Bengaluru – will be held in two stages.
Stage I. A nation-wide test will be conducted in various centers on March 7, 2021. For the PhD and Integrated PhD programs at the Mumbai Center, this test will comprise the entirety of Stage I of the evaluation process. For more precise details about Stage I of the selection process at other centers (TIFR CAM, Bengaluru, and ICTS, Bengaluru) we refer you to the websites of those centers.
The nation-wide test on March 7 will be an objective test of three hours duration, with 20 multiple choice questions and 20 true/false questions. The score in this test will serve as qualification marks for a student to progress to the second step of the evaluation process. The cut-off marks for a particular program will be decided by the TIFR center handling that program. Additionally, some or all of the centers may consider the score in Stage I (in addition to the score in Stage II) towards making the final selection for the graduate program in 2021.
Stage II. The second stage of the selection process varies according to the program and the center. More details about this stage will be provided at a later date

# RPSC Assistant Professor/Lecturer Exam Syllabus, Study Materials and Free Video Lectures.

We suggest you to solve problems of other states PSC/Lecturer exams questions for your RPSC practice. Also try to solve easy level problems from NET/GATE.

### Topics According to New Syllabus

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# GATE-2021 Mathematics(MA) Modified Syllabus (New)

Note: The syllabus of GATE-2021 has been revised. New Syllabus is presented here. (Check Old Syllabus of GATE-2020)

Calculus: Functions of two or more variables, continuity, directional derivatives, partial derivatives, total derivative, maxima and minima, saddle point, method of Lagrange’s multipliers; Double and Triple integrals and their applications to area, volume and surface area; Vector Calculus: gradient, divergence and curl, Line integrals and Surface integrals, Green’s theorem, Stokes’ theorem, and Gauss divergence theorem.

Abstract Algebra: Groups, subgroups, normal subgroups, quotient groups, homomorphisms, automorphisms; cyclic groups, permutation groups, Group action,Sylow’s theorems and their applications; Rings, ideals, prime and maximal ideals, quotient rings, unique factorization domains, Principle ideal domains, Euclidean domains, polynomial rings, Eisenstein’s irreducibility criterion; Fields, finite fields, field extensions,algebraic extensions, algebraically closed fields.

Linear Algebra: Finite dimensional vector spaces over real or complex fields; Linear transformations and their matrix representations, rank and nullity; systems of linear equations, characteristic polynomial, eigenvalues and eigenvectors, diagonalization, minimal polynomial, Cayley-Hamilton Theorem, Finite dimensional inner product spaces, Gram-Schmidt orthonormalization process, symmetric, skew-symmetric, Hermitian, skew-Hermitian, normal, orthogonal and unitary matrices; diagonalization by a unitary matrix, Jordan canonical form; bilinear and quadratic forms.

Complex Analysis: Functions of a complex variable: continuity, differentiability, analytic functions, harmonic functions; Complex integration: Cauchy’s integral theorem and formula; Liouville’s theorem, maximum modulus principle, Morera’s theorem; zeros and singularities; Power series, radius of convergence, Taylor’s series and Laurent’s series; Residue theorem and applications for evaluating real integrals; Rouche’s theorem, Argument principle, Schwarz lemma; Conformal mappings, Mobius transformations.

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# Markov Chain (Statistics)

### Markov Chain (with solution)

Note: Every yr. 2~3 Questions came in CSIR-NET Exam, So it is important for NET (Marks: 03~12.50). Also easy to understand by putting a little effort. (Check Sample PDF)

No. of Pages: 68

Updated On: May 2023

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