As discussed on IRC, I don't know what the references are. You could
do a search. Or maybe someone else here will know.
I think the issue might just be to complete the square, cube, ... so
that the series terms are all in terms of (x - a) instead of just x.
Then, you can correctly write O((x -
22.03.2012 09:33, Sai Nikhil пишет:
currently if we are calculating the series for a function ( eg.,
sin(x).series(x,x0=2,n=6) ) about a point x0 = a , where a != 0 ,
then we are getting the expression of f(x+a) (i.e.,
sin(x+2).series(x,x0=0,n=6)) about x0 = 0 , as there is no proper
22.03.2012 09:33, Sai Nikhil пишет:
currently if we are calculating the series for a function ( eg.,
sin(x).series(x,x0=2,n=6) ) about a point x0 = a , where a != 0 ,
then we are getting the expression of f(x+a) (i.e.,
sin(x+2).series(x,x0=0,n=6)) about x0 = 0 , as there is no proper
currently if we are calculating the series for a function ( eg.,
sin(x).series(x,x0=2,n=6) ) about a point x0 = a , where a != 0 ,
then we are getting the expression of f(x+a) (i.e.,
sin(x+2).series(x,x0=0,n=6)) about x0 = 0 , as there is no proper support
for Order term Arithmetic in sympy .
I
