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24th September 2014, 12:00 AM
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Books, syllabus and current research topics of NET JRF?


Books four net jrf preparation and current research work going on these days in any stream or subjects? And also the syllabus of net jrf entrance




  #2  
2nd November 2014, 07:42 PM
belide
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Join Date: Aug 2011
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Default Re: Books, syllabus and current research topics of NET JRF?

NET JRF examination is to access candidates to receive Junior Fellow ship award and Lecturer in Government Colleges. It will be conducted in many subjects. For example I am explaining about Life Science and Mathematics.

For Life Science:

Books to be referred:

• CSIR-UGC Life Sciences
• UGC CSIR NET / SET (JRF & LS) Junior Research Fellowship & Lectureship: Life Sciences
• CSIR-UGC NET Life Sciences Previous Papers (Solved) and 25 Practice Sets 15th Edition
• CSIR-UGC NET Guide Life Sciences (Paper – 2) 1st Edition
• CSIR-UGC NET/JRF/SET Life Sciences 1st Edition
• Trueman’s UGC CSIR-NET Life Sciences 01 Edition

Syllabus:

• Molecules and their Interaction Relevant to Biology
• Cellular Organization
• Fundamental Processes
• Cell Communication and Cell Signalling
• Developmental Biology
• System Physiology – Plant
• System Physiology – Animal
• Inheritance Biology
• Diversity of Life Forms
• Ecological Principles
• Evolution and Behaviour
• Applied Biology
• Methods in Biology

For Mathematics:

Books to be referred:

• UGC NET/JRF/SET Teaching & Research Aptitude (General Paper I) by Pratiyogita Darpan
• CSIR-UGC NET/JRF/SET Mathematical Science (Paper - I & II) by Alok Kumar
• UGC-CSIR JRF/NET Mathematical Sciences Publisher: G. K. Publications Pvt. Ltd (2011)
• CSIR-UGC-NET(Science) Paper I Guide by Karan Deo

Syllabus:

• Logical reasoning
• Graphical analysis
• Analytical and numerical analysis
• Quantitative comparison
• Series formation
• Puzzle
• Analysis
• Linear Algebra
• Complex Analysis
• Algebra
• Ordinary Differential Equations(ODEs)
• Partial Differential Equations(PDEs)
• Numerical Analysis
• Calculus of Variations
• Linear Integral Equations
• Classical Mechanics

Tips while preparing:

• Looks for keywords and key points from the book you are preparing
• Try solving more and more problems
• Practice model papers and previous papers
• Look at summary after completing each chapter
• Solve questions from previous papers after completing each chapter
•Note down important points for future reference

Above mentioned syllabus topics are currently research topics.
Do you have any question? or have anything to say?





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