- E10
[1KZ] Difficulty:*.Let \(g(z)=β_{m=0}^β b_ m z^ m\) with non-zero radius of convergence \(r_ g\). Let \(I_ gβ β\) be a zero-centered disk of radius less than \(r_ g\); so we defined a function \(g:I_ gββ\). We assume \(g(0)=0\) and \(g'(0)β 0\). Assuming that the inverse \(f(y)=g^{-1}(y)\) can be expressed in Taylor series \(f(x)=β_{n=0}^β a_ n x^ n\), compute the coefficients of the series of \(f\) starting from those of \(g\).
1
EDB β 1KZ
View
English
Authors:
"Mennucci , Andrea C. G."
.
Managing blob in: Multiple languages