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I have a system of equations Ax=b
. A has a shape of 576x576.
Here, A is a sparse matrix where some entries might contain a symbol.
I can use x = A.LUsolve(b)
just fine (~30) to solve for a symbolic solution of x
.
However, I can't do anything with the result. Lambdify
gives the following RuntimeError:
f = symengine.Lambdify([v], x)
File "symengine_wrapper.pyx", line 5276, in symengine.lib.symengine_wrapper.Lambdify
File "symengine_wrapper.pyx", line 4856, in symengine.lib.symengine_wrapper._Lambdify.__init__
File "symengine_wrapper.pyx", line 5091, in symengine.lib.symengine_wrapper.LLVMDouble._init
RuntimeError: -1.14183378644392e+50 + 8.20975478115991e+48*I
Substituting x and converting to numpy or printing the first element does never return.
Here is my code, matrix A is loaded from a file via sympy:
import sympy
from sympy.parsing.sympy_parser import parse_expr
import symengine
with open('matrix_A.txt', 'r') as f:
A = parse_expr(f.read())
b = sympy.zeros(576, 1)
b[0,0] = 1
A = symengine.Matrix(A)
b = symengine.Matrix(b)
x = A.LUsolve(b)
print('solved!')
v = symengine.var('w01 Efield_01')
f = symengine.Lambdify([v], x)
Am I doing something wrong or am I just hitting some limitation?
Here is the attached file:
matrix_A.txt
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