This video considers the scenario where we want a series expansion, specifically around a singularity. This series expansion is the Laurent Series. The equation for the coefficients of the terms of the Laurent Series is derived, which contains an interesting result. When we then integrate the function for which the Laurent Series is written we use this interesting result to see that we left with a single term. The coefficient of this single term is called the Residue.
Негізгі бет 14. Complex Analysis: Laurent Series and Residues
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