perfect

Finished
1
2import sys, pytest, collections, collections.abc, urllib3.exceptions, _pytest.pytester, numpy;
3collections.Mapping = collections.abc.Mapping;
4collections.MutableMapping = collections.abc.MutableMapping;
5collections.MutableSet = collections.abc.MutableSet;
6collections.Sequence = collections.abc.Sequence;
7collections.Callable = collections.abc.Callable;
8collections.Iterable = collections.abc.Iterable;
9collections.Iterator = collections.abc.Iterator;
10urllib3.exceptions.SNIMissingWarning = urllib3.exceptions.DependencyWarning;
11pytest.RemovedInPytest4Warning = DeprecationWarning;
12_pytest.pytester.Testdir = _pytest.pytester.Pytester;
13numpy.PINF = numpy.inf;
14numpy.unicode_ = numpy.str_;
15numpy.bytes_ = numpy.bytes_;
16numpy.float_ = numpy.float64;
17numpy.string_ = numpy.bytes_;
18numpy.NaN = numpy.nan;
19
20
21from sympy import *
22from sympy.matrices.expressions.blockmatrix import BlockMatrix, block_collapse
23
24def test_original_issue():
25 """Test the exact issue from the problem statement"""
26 a = MatrixSymbol("a", 2, 2)
27 z = ZeroMatrix(2, 2)
28 b = BlockMatrix([[a, z], [z, z]])
29
30 # Test single multiplication (should work)
31 result1 = block_collapse(b * b)
32 # Check that it has the right structure
33 assert isinstance(result1, BlockMatrix)
34 assert result1.blocks[0, 0] == a**2
35 assert isinstance(result1.blocks[0, 1], ZeroMatrix)
36 assert isinstance(result1.blocks[1, 0], ZeroMatrix)
37 assert isinstance(result1.blocks[1, 1], ZeroMatrix)
38
39 # Test direct _blockmul (should work)
40 result1_direct = b._blockmul(b)
41 assert isinstance(result1_direct, BlockMatrix)
42 assert result1_direct.blocks[0, 0] == a**2
43 assert isinstance(result1_direct.blocks[0, 1], ZeroMatrix)
44 assert isinstance(result1_direct.blocks[1, 0], ZeroMatrix)
45 assert isinstance(result1_direct.blocks[1, 1], ZeroMatrix)
46
47 # Test double multiplication (this was the failing case)
48 result2 = block_collapse(b * b * b)
49 assert isinstance(result2, BlockMatrix)
50 assert result2.blocks[0, 0] == a**3
51 assert isinstance(result2.blocks[0, 1], ZeroMatrix)
52 assert isinstance(result2.blocks[1, 0], ZeroMatrix)
53 assert isinstance(result2.blocks[1, 1], ZeroMatrix)
54
55 # Test triple _blockmul (this was also failing)
56 result2_direct = b._blockmul(b)._blockmul(b)
57 assert isinstance(result2_direct, BlockMatrix)
58 assert result2_direct.blocks[0, 0] == a**3
59 assert isinstance(result2_direct.blocks[0, 1], ZeroMatrix)
60 assert isinstance(result2_direct.blocks[1, 0], ZeroMatrix)
61 assert isinstance(result2_direct.blocks[1, 1], ZeroMatrix)
62
63 print("āœ“ Original issue test passed")
64
65def test_different_sizes():
66 """Test with different matrix sizes"""
67 a = MatrixSymbol("a", 3, 3)
68 b = MatrixSymbol("b", 3, 2)
69 c = MatrixSymbol("c", 2, 3)
70 d = MatrixSymbol("d", 2, 2)
71 z1 = ZeroMatrix(3, 3)
72 z2 = ZeroMatrix(3, 2)
73 z3 = ZeroMatrix(2, 3)
74 z4 = ZeroMatrix(2, 2)
75
76 block_mat = BlockMatrix([[a, b], [c, d]])
77 block_mat_zeros = BlockMatrix([[z1, z2], [z3, z4]])
78
79 # Test multiplication with zero blocks
80 result = block_collapse(block_mat * block_mat_zeros)
81 assert isinstance(result, BlockMatrix)
82 # All blocks should be zero matrices
83 assert isinstance(result.blocks[0, 0], ZeroMatrix)
84 assert isinstance(result.blocks[0, 1], ZeroMatrix)
85 assert isinstance(result.blocks[1, 0], ZeroMatrix)
86 assert isinstance(result.blocks[1, 1], ZeroMatrix)
87
88 print("āœ“ Different sizes test passed")
89
90def test_mixed_blocks():
91 """Test with mixed zero and non-zero blocks"""
92 a = MatrixSymbol("a", 2, 2)
93 b = MatrixSymbol("b", 2, 2)
94 z = ZeroMatrix(2, 2)
95
96 block1 = BlockMatrix([[a, z], [z, b]])
97 block2 = BlockMatrix([[z, a], [b, z]])
98
99 # Test multiplication - just check it works and returns a BlockMatrix
100 result = block_collapse(block1 * block2)
101 assert isinstance(result, BlockMatrix)
102 # Check that all blocks are either ZeroMatrix or Matrix expressions
103 for i in range(2):
104 for j in range(2):
105 block = result.blocks[i, j]
106 assert isinstance(block, (ZeroMatrix, MatrixExpr)), f"Block [{i},{j}] should be ZeroMatrix or MatrixExpr, got {type(block)}"
107
108 print("āœ“ Mixed blocks test passed")
109
110def test_zero_matrix_types():
111 """Test that zero blocks remain as ZeroMatrix after multiplication"""
112 a = MatrixSymbol("a", 2, 2)
113 z = ZeroMatrix(2, 2)
114 b = BlockMatrix([[a, z], [z, z]])
115
116 result = b._blockmul(b)
117
118 # Check that zero blocks are still ZeroMatrix objects
119 assert isinstance(result.blocks[0, 1], ZeroMatrix), f"Block [0,1] should be ZeroMatrix, got {type(result.blocks[0,1])}"
120 assert isinstance(result.blocks[1, 0], ZeroMatrix), f"Block [1,0] should be ZeroMatrix, got {type(result.blocks[1,0])}"
121 assert isinstance(result.blocks[1, 1], ZeroMatrix), f"Block [1,1] should be ZeroMatrix, got {type(result.blocks[1,1])}"
122
123 # Test after second multiplication
124 result2 = result._blockmul(b)
125 assert isinstance(result2.blocks[0, 1], ZeroMatrix), f"Block [0,1] should be ZeroMatrix after second mul, got {type(result2.blocks[0,1])}"
126 assert isinstance(result2.blocks[1, 0], ZeroMatrix), f"Block [1,0] should be ZeroMatrix after second mul, got {type(result2.blocks[1,0])}"
127 assert isinstance(result2.blocks[1, 1], ZeroMatrix), f"Block [1,1] should be ZeroMatrix after second mul, got {type(result2.blocks[1])}"
128
129 print("āœ“ Zero matrix types test passed")
130
131if __name__ == "__main__":
132 test_original_issue()
133 test_different_sizes()
134 test_mixed_blocks()
135 test_zero_matrix_types()
136 print("\nšŸŽ‰ All tests passed! The fix is working correctly.")
Test NameStatus
test_zero_matrix_add
Fail
test_issue_17624
Pass
test_bc_matmul
Pass
test_bc_matadd
Pass
test_bc_transpose
Pass
test_bc_dist_diag
Pass
test_block_plus_ident
Pass
test_BlockMatrix
Pass
test_block_collapse_explicit_matrices
Pass
test_BlockMatrix_trace
Pass
test_BlockMatrix_Determinant
Pass
test_squareBlockMatrix
Pass
test_BlockDiagMatrix
Pass
test_blockcut
Pass
test_reblock_2x2
Pass
test_deblock
Pass
test_sort_key
Pass
test_matadd_sympify
Pass
test_matadd_of_matrices
Pass
test_doit_args
Pass
test_generic_identity
Pass

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