Uploaded May 2017 | Updated September 2026, 2 weeks ago
This video proves the ML Inequality (aka Estimation Lemma) for complex integrals and does a short example involving it. The ML Inequality is quite useful because it helps establish upper bounds on your complex/contour integrals. It was a request that someone made yesterday, so the fact that I managed to complete the request in one day is probably quite fortunate lol.
Questions/Requests/Feedback? Let me know in the comments! Also, I got a new microphone, which is why my voice sounds much better now.
Prereqs: The 1st 3 videos of the complex variables playlist: youtube.com/playlist?list=PLdgVBOaXkb9CNMqbsL9GTWwU542DiRrPB
Patreon Link: patreon.com/user?u=4354534
Lecture Notes: drive.google.com/file/d/0B_urJu4cgDhMQXNJbUtxdzlidjQ/view?usp=sharing&resourcekey=0-y10gFZpWjp6dbGQxnNjB2Q
This video proves the ML Inequality (aka Estimation Lemma) for complex integrals and does a short example involving it. The ML Inequality is quite useful because it helps establish upper bounds on your complex/contour integrals. It was a request that someone made yesterday, so the fact that I managed to complete the request in one day is probably quite fortunate lol.
Questions/Requests/Feedback? Let me know in the comments! Also, I got a new microphone, which is why my voice sounds much better now.
Prereqs: The 1st 3 videos of the complex variables playlist: youtube.com/playlist?list=PLdgVBOaXkb9CNMqbsL9GTWwU542DiRrPB
Patreon Link: patreon.com/user?u=4354534
Lecture Notes: drive.google.com/file/d/0B_urJu4cgDhMQXNJbUtxdzlidjQ/view?usp=sharing&resourcekey=0-y10gFZpWjp6dbGQxnNjB2Q
