NET
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New answer posted
a year agoContributor-Level 6
New answer posted
a year agoGuide-Level 15
1- UGC NET Educational Qualification 2023:
Students must have completed their post-graduation from a UGC-recognised college or university. A relaxation of five percent in educational qualification is given to reserved category students. Students who have cleared SET (State Eligibility Test) before June 1, 2002, are exempted from taking the UGC NET exam.
2- UGC NET Age Limit 2023:
1- Students should not be more than 30 years of age in order to be eligible for NTA NET JRF.
2- There is no age restriction to applying for the post of Assistant Professor and for JRF is 31.
3- A relaxation of 5 years in age criteria is giv
New answer posted
2 years agoBeginner-Level 4
New answer posted
2 years agoBeginner-Level 4
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2 years agoGuide-Level 15
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2 years agoScholar-Level 16
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2 years agoNew answer posted
2 years agoGuide-Level 15
1- Junior Research Fellow (JRF): 31 years
2- Assistant Professor (Andhra Pradesh): No upper age limit. Age Relaxation For UGC NET 2023:
1- Candidates pursuing LL. M. degree: 3 years
2- Ex-Army man: 5 years
3- SC, ST, and OBC-non-creamy layer, Female, and Transgender: 5 years
4- Research candidates (only on producing the Certificate issued by appropriate authority): 5 years
According to the eligibility criteria, you are eligible for Assistant Professor. I hope this will help you.
New answer posted
2 years agoGuide-Level 15
1- Foundations of Functional Analysis by S. Ponnusamy
2- CSIR-UGC NET/JRF/SLET Mathematical Sciences (Paper I & II) by Dr. A. Kumar
3- Contemporary Abstract Algebra by N L Carothers
4- Complex Variables & Applications by James Brown & Ruel Churchill
5- Topics in Algebra by I N Herstein
6- CSIR-UGC NET/JRF/SET Mathematical Sciences by Alok Kumar (Upkar)
7- Real analysis by HL Royden
8- Complex Variables and Applications by Ruel Churchill, James Brown
9- Contemporary Abstract Algebra by Joseph A Gallian
10- Classical Mechanics by Herbert Goldstein
11- Fundamentals of Statistics by S C Gupta
12- Integral Equation
New answer posted
2 years agoBeginner-Level 2
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