Doing integrals with Residues at Infinity specifically with
Complex Analysis
.
Apparently if I split the analytic function f(z)=
into and
. I am
able to see where on the Complex Plane it is defined.
But then somehow this problem uses information with solving it via
the Facts of Residue's at Infinity. Yes, it is a Real Integral but
I am to solve it using Complex Analysis and Branch Cuts. And lastly
the fact with Residues at Infinity since it is undefined from 0 to
1 and either can be used with Doggie Bone Contour or Residue's at
Infinity.
The why and how it can be solved using Residue's at Infinity isn't
imminently clear to me.
Doing integrals with Residues at Infinity specifically with Complex Analysis . Apparently if I split the...
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