Reputation: 61
I have a relatively simple complex sympy expression which one can easily read the coefficients off of the variables. However coeff function does not appear to be working correctly
import sympy as sp
a,b = sp.symbols("a, b")
expr = 2640.0*a - 4.5*(1 + 1j)*(264.0*a + 264.0*b) - 4.5*(+1 - 1j)*(264.0*a + 264.0*b)
print(expr.coeff(a))
> 2640.00000000000
print(sp.simplify(expr))
> 264.0*a - 2376.0*b
I would expect the output of expr.coeff(a) to return 264.0 but it clearly isnt? Any help is appreciated.
Upvotes: 6
Views: 491
Reputation: 19057
coeff
gives coefficients of the expression at the top level. If you use expand
before looking for the coefficient then you will get the mathematical (not expression-dependent-literal) coefficient. If you know the expression is linear in the symbol of interest, you could also differentiate once:
>>> expr.diff(a)
264.000000000000
>>> expr.expand().coeff(a)
264.000000000000
Poly
automatically expands expressions and allows queries for monomials, too:
>>> Poly(expr).coeff_monomial(a)
264.000000000000
Upvotes: 2
Reputation: 39052
Your first expression has 2640.0
as the coefficient of a
. As you can see, the coefficient becomes zero only after simplifying it. Indeed, if you print the coefficient after simplifying the expression, you get 264.0
import sympy as sp
a,b = sp.symbols("a, b")
expr = 2640.0*a - 4.5*(1 + 1j)*(264.0*a + 264.0*b) - 4.5*(+1 - 1j)*(264.0*a + 264.0*b)
print(expr.coeff(a))
# 2640.00000000000
print(sp.simplify(expr))
# 264.0*a - 2376.0*b
print(sp.simplify(expr).coeff(a)) # <--- Simplified expression
# 264.000000000000
Upvotes: 0