within like 5 minutes of watching this video I was able to understand what I haven't been able to get by watching 2 hours lecture recording. Thank you for making such an important theorem simple and intuitive to understand!
Excellent stuff. After this one 20 min video I understand these concepts better than after reading 2 chapters and watching 3 hours of lecture. Thank you for posting.
You are Brilliant. Thank you. Can anyone tell me what the complex integral represents? What I mean is that normal integration represents area under the curve , in the complex plane what integration along a curve represents?
Yes, it is necessary for f(z) to be defined everywhere where you are integrating. The denominator, on the other hand, has to have exactly one pole for you to use Cauchy's integral formula.
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within like 5 minutes of watching this video I was able to understand what I haven't been able to get by watching 2 hours lecture recording. Thank you for making such an important theorem simple and intuitive to understand!
The best explanation on the internet by a wide margin.....
Been searching for 48 hours and now I've finally found ....awesome work thanks mate
This is the best explanation of Cauchy's Theorem I've ever seen.
I wanna say thank you for your willingness to open the door to this knowledge. You just saved my grade by few percentages.
Excellent stuff. After this one 20 min video I understand these concepts better than after reading 2 chapters and watching 3 hours of lecture. Thank you for posting.
thank you man you just saved my life
Clear, concise and easy to follow. Thanks for posting!
This video might have boosted my grade up 10%. Thank you a million times just subbed!!
this channel is SUPER underrated...This guy is 10x better than khan academy. Thank You! They should be getting paid for this.
Fantastic video. This really helped me after searching all over for good videos on the subject. Good job!!!
I subscribed after watching this vid, nicely done, excited to watch more of these
nice one video and well explained
Thank you for excellently explained with examples
your videos are saving my finals grade
Thank you sir. I needed this. Preparing for exams soon.
Well explanatory
Spot on!
You are Brilliant. Thank you.
Can anyone tell me what the complex integral represents?
What I mean is that normal integration represents area under the curve , in the complex plane what integration along a curve represents?
good explanation with good example
Thank you so much
woooow
Good Lecturer
thank you so much sir.
I've got important tips from this video
you too good with your explanation.
Thanks
Thanks a lot!
Good explanation
how you got C1, C2 and C3
anyone you want (but that enclose the singular points) by teorema cauchy
gostei muito da explicação eu adorei e me ajudou bastante a explicação.
Why is the volume so low?
Is it important to distinguish between the function in the numerator and the function that is the integrand?
Yes, it is necessary for f(z) to be defined everywhere where you are integrating. The denominator, on the other hand, has to have exactly one pole for you to use Cauchy's integral formula.
Now that's one scary result
Thumbs up if you want a proof of this from ‘lettherebemath’
Murali , are you on face book?
Murali, I have problems on this topics that I need solutions on
broooo,
Why is the result of c1, c2, different from c3?, 11:57
cool