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from sympy.core import symbols, Lambda from sympy.functions import KroneckerDelta from sympy.matrices import Matrix from sympy.matrices.expressions import FunctionMatrix, MatrixExpr, Identity from sympy.testing.pytest import raises, warns_deprecated_sympy def test_funcmatrix_creation(): i, j, k = symbols('i j k') assert FunctionMatrix(2, 2, Lambda((i, j), 0)) assert FunctionMatrix(0, 0, Lambda((i, j), 0)) raises(ValueError, lambda: FunctionMatrix(-1, 0, Lambda((i, j), 0))) raises(ValueError, lambda: FunctionMatrix(2.0, 0, Lambda((i, j), 0))) raises(ValueError, lambda: FunctionMatrix(2j, 0, Lambda((i, j), 0))) raises(ValueError, lambda: FunctionMatrix(0, -1, Lambda((i, j), 0))) raises(ValueError, lambda: FunctionMatrix(0, 2.0, Lambda((i, j), 0))) raises(ValueError, lambda: FunctionMatrix(0, 2j, Lambda((i, j), 0))) raises(ValueError, lambda: FunctionMatrix(2, 2, Lambda(i, 0))) with warns_deprecated_sympy(): raises(ValueError, lambda: FunctionMatrix(2, 2, lambda i, j: 0)) raises(ValueError, lambda: FunctionMatrix(2, 2, Lambda((i,), 0))) raises(ValueError, lambda: FunctionMatrix(2, 2, Lambda((i, j, k), 0))) raises(ValueError, lambda: FunctionMatrix(2, 2, i+j)) assert FunctionMatrix(2, 2, "lambda i, j: 0") == \ FunctionMatrix(2, 2, Lambda((i, j), 0)) m = FunctionMatrix(2, 2, KroneckerDelta) assert m.as_explicit() == Identity(2).as_explicit() assert m.args[2].dummy_eq(Lambda((i, j), KroneckerDelta(i, j))) n = symbols('n') assert FunctionMatrix(n, n, Lambda((i, j), 0)) n = symbols('n', integer=False) raises(ValueError, lambda: FunctionMatrix(n, n, Lambda((i, j), 0))) n = symbols('n', negative=True) raises(ValueError, lambda: FunctionMatrix(n, n, Lambda((i, j), 0))) def test_funcmatrix(): i, j = symbols('i,j') X = FunctionMatrix(3, 3, Lambda((i, j), i - j)) assert X[1, 1] == 0 assert X[1, 2] == -1 assert X.shape == (3, 3) assert X.rows == X.cols == 3 assert Matrix(X) == Matrix(3, 3, lambda i, j: i - j) assert isinstance(X*X + X, MatrixExpr) def test_replace_issue(): X = FunctionMatrix(3, 3, KroneckerDelta) assert X.replace(lambda x: True, lambda x: x) == X