eljose79
Apr3-03, 12:56 PM
Let be the taylor series with general coefficient
a(n)=(-1)**nb(n) whit b(n) a function of n
then could the sum f(z)=S(n)a(n)Z**n be improved by making a Euler transformation of it?..would the convergence radius increase?....would it converge faster after making euler,s transform to it for values of z where converges?.
In fact how do you make this e.t?..plese
a(n)=(-1)**nb(n) whit b(n) a function of n
then could the sum f(z)=S(n)a(n)Z**n be improved by making a Euler transformation of it?..would the convergence radius increase?....would it converge faster after making euler,s transform to it for values of z where converges?.
In fact how do you make this e.t?..plese