Uploaded December 2024 | Updated September 2026, 1 week ago
destroying the Lambert integral with a triple substitution
We calculate the integral from 0 to infinity of the W(1/x^n) where W is the Lambert function, which is sort of an inverse of the function x e^x. We do this by doing three u substitutions that turn this into the gamma function. Enjoy this beautiful adventure through integrals and calculus, this is a must see for any math student!
YT channel: youtube.com/drpeyam
TikTok channel: tiktok.com/@drpeyam
Instagram: instagram.com/peyamstagram
Teespring merch: teespring.com/stores/dr-peyam
destroying the Lambert integral with a triple substitution
We calculate the integral from 0 to infinity of the W(1/x^n) where W is the Lambert function, which is sort of an inverse of the function x e^x. We do this by doing three u substitutions that turn this into the gamma function. Enjoy this beautiful adventure through integrals and calculus, this is a must see for any math student!
YT channel: youtube.com/drpeyam
TikTok channel: tiktok.com/@drpeyam
Instagram: instagram.com/peyamstagram
Teespring merch: teespring.com/stores/dr-peyam
