Cauchy's Residue Theorem - Complex Analysis By a Physicist

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In this video we show why residues are so important by going over Cauchy's Residue Theorem. Cauchy's Residue allows us to very easily integrate complex functions that have isolated singularities. Cauchy's residue theorem is one of the most useful and most important theorems in complex analysis and mathematics.
  1. Nick Space Cowboy
  2. complex analysis
  3. mathematics
  4. cauchy's residue theorem
  5. residue theorem
  6. physics
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Комментарии
Автор

Thank you for these videos, tomorrow is my complex analysis exam (the second to last exam of university for me) and these really helped

gabriellehenry
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Great job pointing out your earlier mistake, and then going above and beyond to make sure people were aware of it.

MichaelMarteens
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Short, to the point and very well explained, congratulations!

inakiortizdelandaluce
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Thanks for the very well made series, understood many concepts in just some minutes that my professor couldn't explain too well in 4 lectures👍

Jon_
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Hi, for the third example i dont understand how you changed the numerator from 1 to z-2 what did you use here to manipulate it in this way?

OscarConlanSmyth
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Your square PIs are more like a cobbler than a pie.

douglasstrother
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