I have a symbolic array that can be expressed as:
from sympy import lambdify, Matrix
g_sympy = Matrix([[ x, 2*x, 3*x, 4*x, 5*x, 6*x, 7*x, 8*x, 9*
The first argument to either quad or quadrature must be a callable. The vec_func argument of the quadrature refers to whether the argument of this callable is a (possibly multidimensional) vector. Technically, you can vectorize the quad itself:
>>> from math import sin, cos, pi
>>> from scipy.integrate import quad
>>> from numpy import vectorize
>>> a = [sin, cos]
>>> vectorize(quad)(a, 0, pi)
(array([ 2.00000000e+00, 4.92255263e-17]), array([ 2.22044605e-14, 2.21022394e-14]))
But that's just equivalent to explicit looping over the elements of a. Specifically, it'll not give you any performance gains, if that's what you're after. So, all in all, the question is why and what exactly you are trying to achieve here.