"""A module for solving all kinds of equations. Examples ======== >>> from sympy.solvers import solve >>> from sympy.abc import x >>> solve(x**5+5*x**4+10*x**3+10*x**2+5*x+1,x) [-1] """ from sympy.core.assumptions import check_assumptions, failing_assumptions from .solvers import solve, solve_linear_system, solve_linear_system_LU, \ solve_undetermined_coeffs, nsolve, solve_linear, checksol, \ det_quick, inv_quick from .diophantine import diophantine from .recurr import rsolve, rsolve_poly, rsolve_ratio, rsolve_hyper from .ode import checkodesol, classify_ode, dsolve, \ homogeneous_order from .polysys import solve_poly_system, solve_triangulated from .pde import pde_separate, pde_separate_add, pde_separate_mul, \ pdsolve, classify_pde, checkpdesol from .deutils import ode_order from .inequalities import reduce_inequalities, reduce_abs_inequality, \ reduce_abs_inequalities, solve_poly_inequality, solve_rational_inequalities, solve_univariate_inequality from .decompogen import decompogen from .solveset import solveset, linsolve, linear_eq_to_matrix, nonlinsolve, substitution # This is here instead of sympy/sets/__init__.py to avoid circular import issues from ..core.singleton import S Complexes = S.Complexes __all__ = [ 'solve', 'solve_linear_system', 'solve_linear_system_LU', 'solve_undetermined_coeffs', 'nsolve', 'solve_linear', 'checksol', 'det_quick', 'inv_quick', 'check_assumptions', 'failing_assumptions', 'diophantine', 'rsolve', 'rsolve_poly', 'rsolve_ratio', 'rsolve_hyper', 'checkodesol', 'classify_ode', 'dsolve', 'homogeneous_order', 'solve_poly_system', 'solve_triangulated', 'pde_separate', 'pde_separate_add', 'pde_separate_mul', 'pdsolve', 'classify_pde', 'checkpdesol', 'ode_order', 'reduce_inequalities', 'reduce_abs_inequality', 'reduce_abs_inequalities', 'solve_poly_inequality', 'solve_rational_inequalities', 'solve_univariate_inequality', 'decompogen', 'solveset', 'linsolve', 'linear_eq_to_matrix', 'nonlinsolve', 'substitution', # This is here instead of sympy/sets/__init__.py to avoid circular import issues 'Complexes', ]