Dox ask :
I'd like to know if there is a way of finding the series expansion of
a given function around zero and infinity.
Around 0 :
sage: taylor (2*x/sinh(2*x), x, 0, 10)
-292/13365*x^10 + 254/4725*x^8 - 124/945*x^6 + 14/45*x^4 - 2/3*x^2 + 1
I see that the serie is right, even if partial com
Hi everyone!
I'd like to know if there is a way of finding the series expansion of a
given function around zero and infinity, Is it possible?
I tried with sympy.series, didn't work
sage: reset()
sage: from sympy import *
sage: r = Symbol('r')
sage: sympy.series(2*r/sinh(2*r), r)
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