def test_print_tree_MatAdd():
from sympy.matrices.expressions import MatrixSymbol, MatAdd
A = MatrixSymbol('A', 3, 3)
B = MatrixSymbol('B', 3, 3)
test_str = [
'MatAdd: A + B\n', 'algebraic: False\n', 'commutative: False\n',
'complex: False\n', 'composite: False\n', 'even: False\n',
'imaginary: False\n', 'integer: False\n', 'irrational: False\n',
'negative: False\n', 'noninteger: False\n', 'nonnegative: False\n',
'nonpositive: False\n', 'nonzero: False\n', 'odd: False\n',
'positive: False\n', 'prime: False\n', 'rational: False\n',
'real: False\n', 'transcendental: False\n', 'zero: False\n',
'+-MatrixSymbol: A\n', '| algebraic: False\n',
'| commutative: False\n', '| complex: False\n', '| composite: False\n',
'| even: False\n', '| imaginary: False\n', '| integer: False\n',
'| irrational: False\n', '| negative: False\n',
'| noninteger: False\n', '| nonnegative: False\n',
'| nonpositive: False\n', '| nonzero: False\n', '| odd: False\n',
'| positive: False\n', '| prime: False\n', '| rational: False\n',
'| real: False\n', '| transcendental: False\n', '| zero: False\n',
'| +-Symbol: A\n', '| | commutative: True\n', '| +-Integer: 3\n',
'| | algebraic: True\n', '| | commutative: True\n',
'| | complex: True\n', '| | finite: True\n', '| | hermitian: True\n',
'| | imaginary: False\n', '| | infinite: False\n',
'| | integer: True\n', '| | irrational: False\n',
'| | noninteger: False\n', '| | rational: True\n', '| | real: True\n',
'| | transcendental: False\n', '| +-Integer: 3\n',
'| algebraic: True\n', '| commutative: True\n',
'| complex: True\n', '| finite: True\n', '| hermitian: True\n',
'| imaginary: False\n', '| infinite: False\n',
'| integer: True\n', '| irrational: False\n',
'| noninteger: False\n', '| rational: True\n', '| real: True\n',
'| transcendental: False\n', '+-MatrixSymbol: B\n',
' algebraic: False\n', ' commutative: False\n', ' complex: False\n',
' composite: False\n', ' even: False\n', ' imaginary: False\n',
' integer: False\n', ' irrational: False\n', ' negative: False\n',
' noninteger: False\n', ' nonnegative: False\n',
' nonpositive: False\n', ' nonzero: False\n', ' odd: False\n',
' positive: False\n', ' prime: False\n', ' rational: False\n',
' real: False\n', ' transcendental: False\n', ' zero: False\n',
' +-Symbol: B\n', ' | commutative: True\n', ' +-Integer: 3\n',
' | algebraic: True\n', ' | commutative: True\n',
' | complex: True\n', ' | finite: True\n', ' | hermitian: True\n',
' | imaginary: False\n', ' | infinite: False\n',
' | integer: True\n', ' | irrational: False\n',
' | noninteger: False\n', ' | rational: True\n', ' | real: True\n',
' | transcendental: False\n', ' +-Integer: 3\n',
' algebraic: True\n', ' commutative: True\n',
' complex: True\n', ' finite: True\n', ' hermitian: True\n',
' imaginary: False\n', ' infinite: False\n',
' integer: True\n', ' irrational: False\n',
' noninteger: False\n', ' rational: True\n', ' real: True\n',
' transcendental: False\n'
]
assert tree(A + B) == "".join(test_str)
def test_print_tree_MatAdd_noassumptions():
from sympy.matrices.expressions import MatrixSymbol
A = MatrixSymbol('A', 3, 3)
B = MatrixSymbol('B', 3, 3)
test_str = \
"""MatAdd: A + B
+-MatrixSymbol: A
| +-Str: A
| +-Integer: 3
| +-Integer: 3
+-MatrixSymbol: B
+-Str: B
+-Integer: 3
+-Integer: 3
"""
assert tree(A + B, assumptions=False) == test_str
def test_print_tree_MatAdd():
from sympy.matrices.expressions import MatrixSymbol, MatAdd
A = MatrixSymbol('A', 3, 3)
B = MatrixSymbol('B', 3, 3)
test_str = [
'MatAdd: A + B\n',
'algebraic: False\n',
'commutative: False\n',
'complex: False\n',
'composite: False\n',
'even: False\n',
'imaginary: False\n',
'integer: False\n',
'irrational: False\n',
'negative: False\n',
'noninteger: False\n',
'nonnegative: False\n',
'nonpositive: False\n',
'nonzero: False\n',
'odd: False\n',
'positive: False\n',
'prime: False\n',
'rational: False\n',
'real: False\n',
'transcendental: False\n',
'zero: False\n',
'+-MatrixSymbol: A\n',
'| algebraic: False\n',
'| commutative: False\n',
'| complex: False\n',
'| composite: False\n',
'| even: False\n',
'| imaginary: False\n',
'| integer: False\n',
'| irrational: False\n',
'| negative: False\n',
'| noninteger: False\n',
'| nonnegative: False\n',
'| nonpositive: False\n',
'| nonzero: False\n',
'| odd: False\n',
'| positive: False\n',
'| prime: False\n',
'| rational: False\n',
'| real: False\n',
'| transcendental: False\n',
'| zero: False\n',
'| +-Symbol: A\n',
'| | commutative: True\n',
'| +-Integer: 3\n',
'| | algebraic: True\n',
'| | commutative: True\n',
'| | complex: True\n',
'| | finite: True\n',
'| | hermitian: True\n',
'| | imaginary: False\n',
'| | infinite: False\n',
'| | integer: True\n',
'| | irrational: False\n',
'| | noninteger: False\n',
'| | rational: True\n',
'| | real: True\n',
'| | transcendental: False\n',
'| +-Integer: 3\n',
'| algebraic: True\n',
'| commutative: True\n',
'| complex: True\n',
'| finite: True\n',
'| hermitian: True\n',
'| imaginary: False\n',
'| infinite: False\n',
'| integer: True\n',
'| irrational: False\n',
'| noninteger: False\n',
'| rational: True\n',
'| real: True\n',
'| transcendental: False\n',
'+-MatrixSymbol: B\n',
' algebraic: False\n',
' commutative: False\n',
' complex: False\n',
' composite: False\n',
' even: False\n',
' imaginary: False\n',
' integer: False\n',
' irrational: False\n',
' negative: False\n',
' noninteger: False\n',
' nonnegative: False\n',
' nonpositive: False\n',
' nonzero: False\n',
' odd: False\n',
' positive: False\n',
' prime: False\n',
' rational: False\n',
' real: False\n',
' transcendental: False\n',
' zero: False\n',
' +-Symbol: B\n',
' | commutative: True\n',
' +-Integer: 3\n',
' | algebraic: True\n',
' | commutative: True\n',
' | complex: True\n',
' | finite: True\n',
' | hermitian: True\n',
' | imaginary: False\n',
' | infinite: False\n',
' | integer: True\n',
' | irrational: False\n',
' | noninteger: False\n',
' | rational: True\n',
' | real: True\n',
' | transcendental: False\n',
' +-Integer: 3\n',
' algebraic: True\n',
' commutative: True\n',
' complex: True\n',
' finite: True\n',
' hermitian: True\n',
' imaginary: False\n',
' infinite: False\n',
' integer: True\n',
' irrational: False\n',
' noninteger: False\n',
' rational: True\n',
' real: True\n',
' transcendental: False\n'
]
assert tree(A + B) == "".join(test_str)
def test_print_tree_MatAdd():
from sympy.matrices.expressions import MatrixSymbol
A = MatrixSymbol("A", 3, 3)
B = MatrixSymbol("B", 3, 3)
test_str = [
"MatAdd: A + B\n",
"algebraic: False\n",
"commutative: False\n",
"complex: False\n",
"composite: False\n",
"even: False\n",
"extended_negative: False\n",
"extended_nonnegative: False\n",
"extended_nonpositive: False\n",
"extended_nonzero: False\n",
"extended_positive: False\n",
"extended_real: False\n",
"imaginary: False\n",
"integer: False\n",
"irrational: False\n",
"negative: False\n",
"noninteger: False\n",
"nonnegative: False\n",
"nonpositive: False\n",
"nonzero: False\n",
"odd: False\n",
"positive: False\n",
"prime: False\n",
"rational: False\n",
"real: False\n",
"transcendental: False\n",
"zero: False\n",
"+-MatrixSymbol: A\n",
"| algebraic: False\n",
"| commutative: False\n",
"| complex: False\n",
"| composite: False\n",
"| even: False\n",
"| extended_negative: False\n",
"| extended_nonnegative: False\n",
"| extended_nonpositive: False\n",
"| extended_nonzero: False\n",
"| extended_positive: False\n",
"| extended_real: False\n",
"| imaginary: False\n",
"| integer: False\n",
"| irrational: False\n",
"| negative: False\n",
"| noninteger: False\n",
"| nonnegative: False\n",
"| nonpositive: False\n",
"| nonzero: False\n",
"| odd: False\n",
"| positive: False\n",
"| prime: False\n",
"| rational: False\n",
"| real: False\n",
"| transcendental: False\n",
"| zero: False\n",
"| +-Symbol: A\n",
"| | commutative: True\n",
"| +-Integer: 3\n",
"| | algebraic: True\n",
"| | commutative: True\n",
"| | complex: True\n",
"| | extended_negative: False\n",
"| | extended_nonnegative: True\n",
"| | extended_real: True\n",
"| | finite: True\n",
"| | hermitian: True\n",
"| | imaginary: False\n",
"| | infinite: False\n",
"| | integer: True\n",
"| | irrational: False\n",
"| | negative: False\n",
"| | noninteger: False\n",
"| | nonnegative: True\n",
"| | rational: True\n",
"| | real: True\n",
"| | transcendental: False\n",
"| +-Integer: 3\n",
"| algebraic: True\n",
"| commutative: True\n",
"| complex: True\n",
"| extended_negative: False\n",
"| extended_nonnegative: True\n",
"| extended_real: True\n",
"| finite: True\n",
"| hermitian: True\n",
"| imaginary: False\n",
"| infinite: False\n",
"| integer: True\n",
"| irrational: False\n",
"| negative: False\n",
"| noninteger: False\n",
"| nonnegative: True\n",
"| rational: True\n",
"| real: True\n",
"| transcendental: False\n",
"+-MatrixSymbol: B\n",
" algebraic: False\n",
" commutative: False\n",
" complex: False\n",
" composite: False\n",
" even: False\n",
" extended_negative: False\n",
" extended_nonnegative: False\n",
" extended_nonpositive: False\n",
" extended_nonzero: False\n",
" extended_positive: False\n",
" extended_real: False\n",
" imaginary: False\n",
" integer: False\n",
" irrational: False\n",
" negative: False\n",
" noninteger: False\n",
" nonnegative: False\n",
" nonpositive: False\n",
" nonzero: False\n",
" odd: False\n",
" positive: False\n",
" prime: False\n",
" rational: False\n",
" real: False\n",
" transcendental: False\n",
" zero: False\n",
" +-Symbol: B\n",
" | commutative: True\n",
" +-Integer: 3\n",
" | algebraic: True\n",
" | commutative: True\n",
" | complex: True\n",
" | extended_negative: False\n",
" | extended_nonnegative: True\n",
" | extended_real: True\n",
" | finite: True\n",
" | hermitian: True\n",
" | imaginary: False\n",
" | infinite: False\n",
" | integer: True\n",
" | irrational: False\n",
" | negative: False\n",
" | noninteger: False\n",
" | nonnegative: True\n",
" | rational: True\n",
" | real: True\n",
" | transcendental: False\n",
" +-Integer: 3\n",
" algebraic: True\n",
" commutative: True\n",
" complex: True\n",
" extended_negative: False\n",
" extended_nonnegative: True\n",
" extended_real: True\n",
" finite: True\n",
" hermitian: True\n",
" imaginary: False\n",
" infinite: False\n",
" integer: True\n",
" irrational: False\n",
" negative: False\n",
" noninteger: False\n",
" nonnegative: True\n",
" rational: True\n",
" real: True\n",
" transcendental: False\n",
]
assert tree(A + B) == "".join(test_str)
