In this video I calculate the derivative and indefinite integral of the Lambert W Function. For more videos in this series, visit: • Lambert W Function
Thank you for your help with the Lamber W function! I'm learning how to use it in case I need to solve exponential equations when parameterizing stereo sound waves for oscilloscope music.
I realized now. It's the same as with e^ln(x) = x. ln(x) is definitionally the exponent which gives us x when e is raised to it. w(x)*e^w(x) = x, is the equivelent case but for the Lambert W-function! :D
Thank you for your help with the Lamber W function! I'm learning how to use it in case I need to solve exponential equations when parameterizing stereo sound waves for oscilloscope music.
minus C is just the same as plus C, a constant (negative one) times a constant (Constant of Integration) is just a constant
Really appreciate your videos
Hope you’ll keep making them!
Thank you! It's nice to see the positive response my videos are getting. I'm looking forward to making more!
Never thought I’d see the day when WWE showed up in math (1:57)
lmaoooo
Hey Thank you🌻
No problem!
I'm sorry but I really don't understand how we^w = x? Can someone explain?
I realized now. It's the same as with e^ln(x) = x. ln(x) is definitionally the exponent which gives us x when e is raised to it.
w(x)*e^w(x) = x, is the equivelent case but for the Lambert W-function!
:D
@@benvel3392 Nice, I was gonna give a whole damn explanation for it. Guess I dont have to.
@@kshitijgarg2474 thank you anyway :D
On 4:00 minut, need mines before w.
please keep colors in white. Thanks for clear lectures, otherwise.
8:20 + e^(w(x))
Sorry didn't watch untill the end
@Shams-256 I came to the comments for this but I haven't watched until the end either 😂