i´am in disagree with 12:26, if f(z) i not analityc not implies that the integral of contourn is not cero, if you dont believe me, check the integral 1/z(z-1) in a contourn that contain z=0 and z=1, that is because c2 no is a contourn simple, closed and conect.
You are the best in your field sir
I am so grateful. Found this video at the right time. Very helpful , very clear.
Beautifully explained !! Love from india
omg!!!! I really needed this information.thankyou so much
Nice and clear. Very helpful. many thanks!
i´am in disagree with 12:26, if f(z) i not analityc not implies that the integral of contourn is not cero, if you dont believe me, check the integral 1/z(z-1) in a contourn that contain z=0 and z=1, that is because c2 no is a contourn simple, closed and conect.
Nice video, Thank you so much ❤️
Thank you so much you are my hero
Can you please tell which software are you using for writing, as I am also making videos?
I use a software called Smooth Draw, which is free. For recording the videos, I use Ice-Cream Screen recorder.
Okay thanks. It reduces the noise as well? Since your videos really looks nice.
Nice video!
Waht is f(z) in relation to C? What is its relationship to the simple closed curve C?
Really good video, thanks mate
great video thank u so much
Greetings from Mexico ^^
You’re so good! Much better than khan tho
It would be great if you create a special playlist for this series
if i have integral of x dz with |z|=1, can i use this theorem so that i have the solution is 0?
HI!! friend the integral of dz/(z^2+z+1) is analytic, and would be zero ?
in which contourn?
❤
Curve should be smoth jordan
SO NASTY GRAPHITE