Laurent expansion
where
with the path integral being around C, the positively oriented circle |z−a| = r where r1 < r< r2. Compare Taylor's theorem; see isolated singularity.
| 单词 | Laurent expansion |
| 释义 | Laurent expansion
where
with the path integral being around C, the positively oriented circle |z−a| = r where r1 < r< r2. Compare Taylor's theorem; see isolated singularity. |
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