Coverage for sympy/polys/domains/groundtypes.py : 6%
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"""Ground types for various mathematical domains in SymPy. """
from __future__ import print_function, division
__all__ = []
from sympy.core.compatibility import builtins, HAS_GMPY
PythonInteger = builtins.int PythonReal = builtins.float PythonComplex = builtins.complex
from .pythonrational import PythonRational
from sympy.core.numbers import ( igcdex as python_gcdex, igcd as python_gcd, ilcm as python_lcm, )
from sympy import ( Float as SymPyReal, Integer as SymPyInteger, Rational as SymPyRational, )
if HAS_GMPY == 1: from gmpy import ( mpz as GMPYInteger, mpq as GMPYRational, fac as gmpy_factorial, numer as gmpy_numer, denom as gmpy_denom, gcdext as gmpy_gcdex, gcd as gmpy_gcd, lcm as gmpy_lcm, sqrt as gmpy_sqrt, qdiv as gmpy_qdiv, ) elif HAS_GMPY == 2: from gmpy2 import ( mpz as GMPYInteger, mpq as GMPYRational, fac as gmpy_factorial, numer as gmpy_numer, denom as gmpy_denom, gcdext as gmpy_gcdex, gcd as gmpy_gcd, lcm as gmpy_lcm, isqrt as gmpy_sqrt, qdiv as gmpy_qdiv, ) else: class GMPYInteger(object): def __init__(self, obj): pass
class GMPYRational(object): def __init__(self, obj): pass
gmpy_factorial = None gmpy_numer = None gmpy_denom = None gmpy_gcdex = None gmpy_gcd = None gmpy_lcm = None gmpy_sqrt = None gmpy_qdiv = None
import mpmath.libmp as mlib
def python_sqrt(n):
def python_factorial(n): |