Backward Difference method

Rock

New member
Joined
Feb 14, 2012
Messages
18
Hello,

I have found this method to find the soulution of differential equation which is:

yn=(2/3)hf(xn,yn)+(4/3)yn-1-(1/3)yn-2;

where y'(x)= f(x,y(x))
and h is the step size.

the question now how can I find f(xn,yn) if it depend on the value os yn?

Regards
 
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