Recent content by marqeeete
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Integrating exponetial of z over the conjugate of z
Thanks for the answers, they really got me thinking and I just came up with an idea; now i do not know if its valid or logical in all its statements, but maybe you can tell me if it is.. I can rewrite. e^{z/\overline{z}} as e^{z^2/\left|z\right|^2} then i get: \oint_{|z|=r}...- marqeeete
- Post #4
- Forum: Calculus and Beyond Homework Help
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Integrating exponetial of z over the conjugate of z
Im doing some complex variable "counter integration" problems and this one came up. I = \oint e ^{\frac{z}{\overline{z}}}dz the integral must be done over a circle with radio r My first attempt was to do it in the exponetial form, so we have this: \frac{z}{\overline{z}} =...- marqeeete
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- Conjugate
- Replies: 4
- Forum: Calculus and Beyond Homework Help