- #1
Dassinia
- 144
- 0
Hello,
I'm studying for the exam and in the previous one there's a question like:
Find the value of
1/(2*i*pi) ∫ exp(s*u)/s² ds for s from 1-i∞ to 1+i∞
What is the way to solve integrals with complex bounds ? Is it to make a variable change to get real bounds, like here for example s=1+iz and then use residus to solve the integral ?
Thanks
I'm studying for the exam and in the previous one there's a question like:
Homework Statement
Find the value of
1/(2*i*pi) ∫ exp(s*u)/s² ds for s from 1-i∞ to 1+i∞
What is the way to solve integrals with complex bounds ? Is it to make a variable change to get real bounds, like here for example s=1+iz and then use residus to solve the integral ?
Thanks