Integrating a Taylor series?



I really mean a general method for funcions within a neighborhood where they are analytic.

-- 
Dennis J. Darland
student at dennisdarland.com
http://dennisdarland.com/
http://dennisdarland.com/philosophy/
http://sode.sourceforge.net/

On Sunday, May 12, 2013 01:55:12 PM Dennis J. Darland wrote:


"The Method of Frobenius"

It seems limited to one second order equation.
(which some other methods fail for)

See
http://en.wikipedia.org/wiki/Frobenius_method

I was asking about a general way.
-- 
Dennis J. Darland
student at dennisdarland.com
http://dennisdarland.com/
http://dennisdarland.com/philosophy/
http://sode.sourceforge.net/

On Sunday, May 12, 2013 11:16:40 AM you wrote:


    
On 5/12/2013 10:22 AM, Dennis J.      Darland wrote:        
                  
I have a question.      
      
Is there a way to get the Taylor series        (symbolically) of functioons which represent the 
solutions of        systems (possibly nonlinear and higher order) of ordinary        differential 
equations?     
    Yes, e.g. Method of Frobenius, for example.        
      
      
That is what my omnisode program does -        except just numerically.      
--