02/14/2015, 12:18 AM
Questions :
A)
Does this agree with Levy's formula ?
Levy_f(x) = lim ( f^[n+1](x) - f^[n](u) )/( f^[n+1](u) - f^[n](u) )
B)
And can we , if not published already , extend Levy's method with a differential equation to speed up the convergeance ?
I think so.
I was thinking about introducing bring radicals to consider iterations of any entire g(x) = x - x^5 + ... .
C)
I know Levy and others published similar looking formula's , maybe that helps.
regards
tommy1729
A)
Does this agree with Levy's formula ?
Levy_f(x) = lim ( f^[n+1](x) - f^[n](u) )/( f^[n+1](u) - f^[n](u) )
B)
And can we , if not published already , extend Levy's method with a differential equation to speed up the convergeance ?
I think so.
I was thinking about introducing bring radicals to consider iterations of any entire g(x) = x - x^5 + ... .
C)
I know Levy and others published similar looking formula's , maybe that helps.
regards
tommy1729

