I am not sure if this is true, but seems rather close:
W(-ln2/(2*sqrt2)=W(-ln4/(4*4^(1/4)))= W(-ln2/(2^(3/2))=W(-ln4/(4^(5/4)))= W(-ln(2^(1/(2^(3/2))))= -ln2/2=-ln4/4
than
W(-ln2/2)=W(W(-ln(2^(1/(2^(3/2))))= -ln2
But rather it seems just quite close approximation.
Yes,it is just that: Difference is -2,87556E-10
Ivars
Ivars
W(-ln2/(2*sqrt2)=W(-ln4/(4*4^(1/4)))= W(-ln2/(2^(3/2))=W(-ln4/(4^(5/4)))= W(-ln(2^(1/(2^(3/2))))= -ln2/2=-ln4/4
than
W(-ln2/2)=W(W(-ln(2^(1/(2^(3/2))))= -ln2
But rather it seems just quite close approximation.
Yes,it is just that: Difference is -2,87556E-10
Ivars
Ivars

