Solving Equation With Lambert W function | Lambert W function

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Solving Equation With Lambert W function | Lambert W function

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Автор

Very nice detailed explanation! Thank you!

tianyuema
Автор

Very nice explanation until the values. How are values for lambert determined?

tedn
Автор

Lambertw function has 2 waves, in real numbers. To calculate it use python: from math import *
def w_1(x):
result = log(-x)
for t in range(99):
result=log(x/result)
return result
def w0(x):
left = -1
right = x if x <= e else log(x)
prec = 10**-12
while right - left > prec:
mid = (right + left) / 2
if mid * exp(mid) > x:
right = mid
else: left = mid
return right

bezobrazie
Автор

V nice new type of function. Thank you Sir. 🙏🙏

nirupamasingh
Автор

Sir I wanna to ask you how can you calculate the value involve w function? I use calculator cannot calculate 🥺

idvbane
Автор

When deciding with using lamberrw you must show what directly wave you mint: w0 or w(-1).

bezobrazie
Автор

This is so much "Mathematical scratching." It is bull shit. The answer is x = 4, and not 3.198. The square root of 4 is 2, and then if you multiply 4 X 2 it equals 8. Problem solved.

georgewhitehead
Автор

My soft gives answer as: 3.1985682729514533 😮😅😊

bezobrazie