CSIR NET Maths Dec 2025: Linear Integral Equations | Detailed Solutions |Volterra Equations|
Welcome to our detailed analysis of the CSIR NET December 2025 Mathematics paper! In this video, we provide step-by-step solutions for all questions related to Linear Integral Equations. This subject is a key scoring area in Part B and Part C of the CSIR NET exam. Understanding the transition from Integral Equations to Boundary Value Problems (BVP) is crucial for any aspirant. Key Topics Discussed: Fredholm Integral Equations: Finding eigenvalues and eigenfunctions for homogeneous and non-homogeneous equations. Volterra Integral Equations: Solving using the Laplace Transform method and Resolvent Kernels. Special Kernels: Detailed discussion on Symmetric, Separable (Degenerate), and Iterated Kernels. Conversion Techniques: How to convert an Integral Equation into a Differential Equation and vice versa. Presented by: V. CHANDIRAN (CSIR NET, JRF, and GATE QUALIFIED) 📢 ENROLL IN OUR 2026 TEST BATCH & STUDY MATERIAL 📢 Looking for structured preparation for CSIR NET, GATE, or PG TRB? Join our specialized coaching program. 📞 Contact / WhatsApp: 9384686847 Subscribe to stay updated with the latest CSIR NET 2025 paper analyses and expert strategies for the 2026 exams. #CSIRNETMaths #IntegralEquations #MathsSolutions #VChandiran #Dec2025AnswerKey #FredholmEquation #VolterraEquation #HigherMathsTamil #GATEMaths #JRF2026
