Feat(Core): Change default str function for MO
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@@ -47,35 +47,25 @@ def mofraction(_, right):
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>>> a = MOFraction(6, 5)
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>>> print(minus(None, a))
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-
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> None
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> /
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| > 6
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| > 5
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- 6 / 5
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The fraction is negative
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>>> a = MOFraction(6, 5, True)
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>>> print(minus(None, a))
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/
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> 6
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> 5
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6 / 5
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Numerator is negative
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>>> a = MOFraction(-6, 5)
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>>> print(minus(None, a))
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/
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> 6
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> 5
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6 / 5
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Denominators is negative
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>>> a = MOFraction(6, -5)
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>>> print(minus(None, a))
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/
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> 6
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> 5
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6 / 5
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"""
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if right.negative:
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return MOFraction(right._numerator, right._denominator)
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@@ -101,9 +91,7 @@ def mostr(_, right):
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:example:
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>>> x = MOstr("x")
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>>> print(minus(None, x))
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*
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> -1
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> x
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- x
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"""
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return MOMonomial(-1, right)
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@@ -114,11 +102,7 @@ def mostrpower(_, right):
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:example:
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>>> x2 = MOstrPower("x", 2)
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>>> print(minus(None, x2))
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*
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> -1
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> ^
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| > x
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| > 2
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- x^2
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"""
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return MOMonomial(-1, right.variable, right.power)
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@@ -129,11 +113,7 @@ def momonomial(_, right):
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:example:
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>>> tx2 = MOMonomial(3, "x", 2)
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>>> print(minus(None, tx2))
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*
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> -3
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> ^
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| > x
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| > 2
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- 3x^2
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"""
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try:
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return MOMonomial(-right.coefficient.value, right.variable, right.power)
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@@ -148,17 +128,7 @@ def mopolynomial(_, right):
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:example:
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>>> P = MOpolynomial('x', [1, -2, 3])
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>>> print(minus(None, P))
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+
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> *
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| > -3
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| > ^
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| | > x
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| | > 2
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> +
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| > *
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| | > 2
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| | > x
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| > -1
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- 3x^2 + 2x - 1
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"""
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neg_coefs = {p: -c.value for (p, c) in right.coefficients.items()}
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return MOpolynomial(right.variable, neg_coefs)
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