Description:

This course is designed to help students prepare for the Real Analysis section of the CSIR NET Exam. It covers advanced topics in mathematical analysis, providing a comprehensive understanding of important concepts, theorems, and techniques required to solve complex problems.

Key Highlights:

• Covers all essential topics of Real Analysis
• Focuses on problem-solving techniques
• Exam-oriented approach to maximize success
• Provides comprehensive study materials
• Develops analytical thinking skills

What you will learn:

• Learning Outcome 1
  Master the fundamental concepts of Real Analysis, including limits, continuity, and differentiability.
• Learning Outcome 2
  Understand the principles of convergence, series, and sequences, along with their applications in analysis.
• Learning Outcome 3
  Gain proficiency in the theory of integration, including Riemann and Lebesgue integrals.
• Learning Outcome 4
  Explore advanced topics such as metric spaces, Fourier series, and complex analysis.
• Learning Outcome 5
  Learn problem-solving strategies for real analysis questions commonly asked in the CSIR NET Exam.