[sage-support] Re: Adomian polynomials

2013-02-07 Thread john_perry_usm
Out of curiosity, how is F defined? I don't know if this is the cause, but when I try something similar, I get a problem with y[n]: 'sage.symbolic.expression.Expression' does not support indexing. Since it's a different error, you're probably encountering something else. john perry On

Re: [sage-support] Re: Adomian polynomials

2013-02-07 Thread Olajumoke Yetunde Fashomi
Hi John Perry, Thanks for your concern, F is a function of y which are the non-linear terms in the second order initial value problem. The purpose of the y[n] is to generate a recursive relation for the polynomials in the form of: $ A_0 = F(y_0) $ $ A_1= y_1 F'(y_0) $ $ A_2= y_2

[sage-support] Re: Adomian polynomials

2013-02-07 Thread Simon King
Hi! On 2013-02-07, Olajumoke Yetunde Fashomi yetu...@aims.ac.za wrote: Thanks for your concern, F is a function of y which are the non-linear terms in the second order initial value problem. The purpose of the y[n] is to generate a recursive relation for the polynomials I think John was not

Re: [sage-support] Re: Adomian polynomials

2013-02-07 Thread Olajumoke Yetunde Fashomi
Thanks Simon, How do I write symbolic expressions like that. Regards On 8 February 2013 00:12, Simon King simon.k...@uni-jena.de wrote: Hi! On 2013-02-07, Olajumoke Yetunde Fashomi yetu...@aims.ac.za wrote: Thanks for your concern, F is a function of y which are the non-linear terms in