Develop the Laurent series of the function: 1 = = (z − a) (z — b) Centered at z = a, and in the annular region: |a| < |2|< b| 23-234 (b) --- 9 (2) = b 2+1 [n=0 n=0 an+1 +E; n= bn+1 Is: [3+2376 (c) (d) [n=0 an+1 n=0 0 ₂+1 ∞ fn+1] Σ + Ln=0 =02n a-b an+1
Develop the Laurent series of the function: 1 = = (z − a) (z — b) Centered at z = a, and in the annular region: |a| < |2|< b| 23-234 (b) --- 9 (2) = b 2+1 [n=0 n=0 an+1 +E; n= bn+1 Is: [3+2376 (c) (d) [n=0 an+1 n=0 0 ₂+1 ∞ fn+1] Σ + Ln=0 =02n a-b an+1
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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