The CSIR NET Mathematical Science syllabus is set in such a way that candidates’ knowledge in core mathematical areas and their applications would be tested. Topics include algebra, linear algebra, analysis, complex analysis, real analysis, differential equations, and numerical analysis. Applied mathematics topics like mechanics, probability, and statistics form a major chunk of the syllabus.
The syllabus is divided into three parts: Part A, which tests general aptitude; Part B, which focuses on fundamental mathematical topics; and Part C, which assesses analytical and application-based problem-solving skills. Candidates need to be thorough with both theoretical knowledge and problem-solving techniques to excel.
By focusing on the syllabus and solving previous year’s question papers, it will help understand the exam pattern. Preparation must be strategic with the syllabus divided into manageable chunks, with consistent practice leading to better results.