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nptel laurent series \(A = \{z : r < |z - z_0| < R\}\), is expressed as: \[ f(z) = \sum_{n=-\infty}^{\infty} a_n (z - z_0)^n \] where: \(a_n\) are complex coefficients. The series converges absolutely within the annulus \(A\). Key Points: The Laure M Melinda Torp Feb 26, 2026
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introduction basic electronics lab nptel signals. 5. Operational Amplifiers Experimenting with inverting, non-inverting, and summing amplifier configurations. Analyzing voltage gain and frequency response. 6. Digital Electronics Experiments Working with logic gates and flip-flops. Designing simple combinational and sequential ci M Ms. Myrtis Haag Aug 29, 2025
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