Example #1
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def test_conv1b():
    x = sympy.Symbol("x")
    assert sympify(x) == Symbol("x")
    assert sympify(x) != Symbol("y")
    x = sympy.Symbol("y")
    assert sympify(x) != Symbol("x")
    assert sympify(x) == Symbol("y")
Example #2
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def test_conv1b():
    x = sympy.Symbol("x")
    assert sympify(x) == Symbol("x")
    assert sympify(x) != Symbol("y")
    x = sympy.Symbol("y")
    assert sympify(x) != Symbol("x")
    assert sympify(x) == Symbol("y")
Example #3
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def test_conv9b():
    x = Symbol("x")
    y = Symbol("y")
    assert sympify(sympy.I) == I
    assert sympify(2*sympy.I+3) == 2*I+3
    assert sympify(2*sympy.I/5+sympy.S(3)/5) == 2*I/5+Integer(3)/5
    assert sympify(sympy.Symbol("x")*sympy.I + 3) == x*I+3
    assert sympify(sympy.Symbol("x") + sympy.I*sympy.Symbol("y")) == x+I*y
Example #4
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def test_conv2b():
    x = sympy.Symbol("x")
    y = sympy.Symbol("y")
    z = sympy.Symbol("z")
    e = x*y
    assert sympify(e) == Symbol("x")*Symbol("y")
    e = x*y*z
    assert sympify(e) == Symbol("x")*Symbol("y")*Symbol("z")
Example #5
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def test_conv3b():
    x = sympy.Symbol("x")
    y = sympy.Symbol("y")
    z = sympy.Symbol("z")
    e = x+y
    assert sympify(e) == Symbol("x")+Symbol("y")
    e = x+y+z
    assert sympify(e) == Symbol("x")+Symbol("y")+Symbol("z")
Example #6
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def test_conv4b():
    x = sympy.Symbol("x")
    y = sympy.Symbol("y")
    z = sympy.Symbol("z")
    e = x**y
    assert sympify(e) == Symbol("x")**Symbol("y")
    e = (x+y)**z
    assert sympify(e) == (Symbol("x")+Symbol("y"))**Symbol("z")
Example #7
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def test_conv6b():
    x = sympy.Symbol("x")
    y = sympy.Symbol("y")
    assert sympify(x / 3) == Symbol("x") / 3
    assert sympify(3 * x) == 3 * Symbol("x")
    assert sympify(3 + x) == 3 + Symbol("x")
    assert sympify(3 - x) == 3 - Symbol("x")
    assert sympify(x / y) == Symbol("x") / Symbol("y")
Example #8
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def test_conv3b():
    x = sympy.Symbol("x")
    y = sympy.Symbol("y")
    z = sympy.Symbol("z")
    e = x + y
    assert sympify(e) == Symbol("x") + Symbol("y")
    e = x + y + z
    assert sympify(e) == Symbol("x") + Symbol("y") + Symbol("z")
Example #9
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def test_conv2b():
    x = sympy.Symbol("x")
    y = sympy.Symbol("y")
    z = sympy.Symbol("z")
    e = x * y
    assert sympify(e) == Symbol("x") * Symbol("y")
    e = x * y * z
    assert sympify(e) == Symbol("x") * Symbol("y") * Symbol("z")
Example #10
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def test_conv6b():
    x = sympy.Symbol("x")
    y = sympy.Symbol("y")
    assert sympify(x/3) == Symbol("x") / 3
    assert sympify(3*x) == 3*Symbol("x")
    assert sympify(3+x) == 3+Symbol("x")
    assert sympify(3-x) == 3-Symbol("x")
    assert sympify(x/y) == Symbol("x") / Symbol("y")
Example #11
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def test_conv4b():
    x = sympy.Symbol("x")
    y = sympy.Symbol("y")
    z = sympy.Symbol("z")
    e = x**y
    assert sympify(e) == Symbol("x")**Symbol("y")
    e = (x + y)**z
    assert sympify(e) == (Symbol("x") + Symbol("y"))**Symbol("z")
Example #12
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def test_conv9b():
    x = Symbol("x")
    y = Symbol("y")
    assert sympify(sympy.I) == I
    assert sympify(2*sympy.I+3) == 2*I+3
    assert sympify(2*sympy.I/5+sympy.S(3)/5) == 2*I/5+Integer(3)/5
    assert sympify(sympy.Symbol("x")*sympy.I + 3) == x*I+3
    assert sympify(sympy.Symbol("x") + sympy.I*sympy.Symbol("y")) == x+I*y
Example #13
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def test_exp():
    x = Symbol("x")
    e1 = sympy.exp(sympy.Symbol("x"))
    e2 = exp(x)
    assert sympify(e1) == e2
    assert e1 == e2._sympy_()

    e1 = sympy.exp(sympy.Symbol("x")).diff(sympy.Symbol("x"))
    e2 = exp(x).diff(x)
    assert sympify(e1) == e2
    assert e1 == e2._sympy_()
Example #14
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def test_conv8():
    e1 = sympy.Function("f")(sympy.Symbol("x"))
    e2 = function_symbol("f", Symbol("x"))
    assert e2._sympy_() == e1
    assert sympify(e1) == e2

    e3 = sympy.Function("q")(sympy.Symbol("t"))
    e4 = function_symbol("q", Symbol("t"))
    assert e4._sympy_() == e3
    assert e4._sympy_() != e1
    assert sympify(e3) == e4
    assert sympify(e3) != e2
Example #15
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def test_conv8():
    e1 = sympy.Function("f")(sympy.Symbol("x"))
    e2 = function_symbol("f", Symbol("x"))
    assert e2._sympy_() == e1
    assert sympify(e1) == e2

    e3 = sympy.Function("q")(sympy.Symbol("t"))
    e4 = function_symbol("q", Symbol("t"))
    assert e4._sympy_() == e3
    assert e4._sympy_() != e1
    assert sympify(e3) == e4
    assert sympify(e3) != e2
Example #16
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def test_conv10b():
    A = sympy.Matrix([[sympy.Symbol("x"), sympy.Symbol("y")],
        [sympy.Symbol("z"), sympy.Symbol("t")]])
    assert sympify(A) == densematrix(2, 2, [Symbol("x"), Symbol("y"),
        Symbol("z"), Symbol("t")])

    B = sympy.Matrix([[1, 2], [3, 4]])
    assert sympify(B) == densematrix(2, 2, [Integer(1), Integer(2), Integer(3),
        Integer(4)])

    C = sympy.Matrix([[7, sympy.Symbol("y")],
        [sympy.Function("g")(sympy.Symbol("z")), 3 + 2*sympy.I]])
    assert sympify(C) == densematrix(2, 2, [Integer(7), Symbol("y"),
        function_symbol("g", Symbol("z")), 3 + 2*I])
Example #17
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def test_conv10b():
    A = sympy.Matrix([[sympy.Symbol("x"), sympy.Symbol("y")],
        [sympy.Symbol("z"), sympy.Symbol("t")]])
    assert sympify(A) == densematrix(2, 2, [Symbol("x"), Symbol("y"),
        Symbol("z"), Symbol("t")])

    B = sympy.Matrix([[1, 2], [3, 4]])
    assert sympify(B) == densematrix(2, 2, [Integer(1), Integer(2), Integer(3),
        Integer(4)])

    C = sympy.Matrix([[7, sympy.Symbol("y")],
        [sympy.Function("g")(sympy.Symbol("z")), 3 + 2*sympy.I]])
    assert sympify(C) == densematrix(2, 2, [Integer(7), Symbol("y"),
        function_symbol("g", Symbol("z")), 3 + 2*I])
Example #18
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def test_conv11():
    x = sympy.Symbol("x")
    y = sympy.Symbol("y")
    x1 = Symbol("x")
    y1 = Symbol("y")
    e1 = sympy.Subs(sympy.Derivative(sympy.Function("f")(x, y), x), [x, y], [y, y])

    e2 = Subs(Derivative(function_symbol("f", x1, y1), [x1]), [x1, y1], [y1, y1])
    e3 = Subs(Derivative(function_symbol("f", x1, y1), [x1]), [y1, x1], [x1, y1])

    assert sympify(e1) == e2
    assert sympify(e1) != e3

    assert e2._sympy_() == e1
    assert e3._sympy_() != e1
Example #19
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def test_abs():
    x = Symbol("x")
    e1 = abs(sympy.Symbol("x"))
    e2 = abs(x)
    assert sympify(e1) == e2
    assert e1 == e2._sympy_()

    e1 = abs(2*sympy.Symbol("x"))
    e2 = 2*abs(x)
    assert sympify(e1) == e2
    assert e1 == e2._sympy_()

    y = Symbol("y")
    e1 = abs(sympy.Symbol("y")*sympy.Symbol("x"))
    e2 = abs(y*x)
    assert sympify(e1) == e2
    assert e1 == e2._sympy_()
Example #20
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def test_conv11():
    x = sympy.Symbol("x")
    y = sympy.Symbol("y")
    x1 = Symbol("x")
    y1 = Symbol("y")
    e1 = sympy.Subs(sympy.Derivative(sympy.Function("f")(x, y), x), [x, y],
                    [y, y])

    e2 = Subs(Derivative(function_symbol("f", x1, y1), [x1]), [x1, y1],
              [y1, y1])
    e3 = Subs(Derivative(function_symbol("f", x1, y1), [x1]), [y1, x1],
              [x1, y1])

    assert sympify(e1) == e2
    assert sympify(e1) != e3

    assert e2._sympy_() == e1
    assert e3._sympy_() != e1
Example #21
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def test_tuples_lists():
    x = sympy.Symbol("x")
    y = sympy.Symbol("y")
    z = sympy.Symbol("z")
    l = [x, y, z, x*y, z**y]
    t = (x, y, z, x*y, z**y)
    x = Symbol("x")
    y = Symbol("y")
    z = Symbol("z")
    l2 = [x, y, z, x*y, z**y]
    t2 = (x, y, z, x*y, z**y)
    assert sympify(l) == l2
    assert sympify(t) == t2
    assert sympify(l) != t2
    assert sympify(t) != l2

    assert l == l2
    assert t == t2
    assert l != t2
    assert t != l2
Example #22
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def test_conv8b():
    e1 = sympy.Function("f")(sympy.Symbol("x"))
    e2 = sympy.Function("g")(sympy.Symbol("x"), sympy.Symbol("y"))
    assert sympify(e1) == function_symbol("f", Symbol("x"))
    assert sympify(e2) != function_symbol("f", Symbol("x"))
    assert sympify(e2) == function_symbol("g", Symbol("x"), Symbol("y"))

    e3 = sympy.Function("q")(sympy.Symbol("t"))
    assert sympify(e3) == function_symbol("q", Symbol("t"))
    assert sympify(e3) != function_symbol("f", Symbol("t"))
    assert sympify(e3) != function_symbol("q", Symbol("t"), Symbol("t"))
Example #23
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def test_error3():
    raises(SympifyError, lambda: sympify("   x   "))
Example #24
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def test_constants():
    assert sympify(sympy.E) == E
    assert sympy.E == E._sympy_()

    assert sympify(sympy.pi) == pi
    assert sympy.pi == pi._sympy_()
Example #25
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def test_sympify_error1a():
    e = sympify("if")
Example #26
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def test_sympify_error1a():
    raises(SympifyError, lambda: sympify("if"))
Example #27
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def test_error3():
    e = sympify("   x   ")
Example #28
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def test_sympify_error1b():
    assert not sympify("if", raise_error=False)
Example #29
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def test_sympify1():
    assert sympify(1) == Integer(1)
    assert sympify(2) != Integer(1)
    assert sympify(-5) == Integer(-5)
    assert sympify(Integer(3)) == Integer(3)
Example #30
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import sys
sys.path.append("..")
from timeit import default_timer as clock
from csympy import var, sympify, function_symbol, Symbol
import sympy
s = open("expr.txt").read()
print "Converting to SymPy..."
e = sympy.sympify(s)
print "Converting to SymEngine..."
ce = sympify(e)
print "    Done."
print "SymPy subs:"
t1 = clock()
f = e.subs(sympy.Function("q5")(sympy.Symbol("t")), sympy.Symbol("sq5"))
t2 = clock()
print "Total time:", t2-t1, "s"
print "SymEngine subs:"
t1 = clock()
cf = ce.subs(function_symbol("q5", Symbol("t")), Symbol("sq5"))
t2 = clock()
print "Total time:", t2-t1, "s"

print "SymPy diff:"
t1 = clock()
g = f.diff(sympy.Symbol("sq5"))
t2 = clock()
print "Total time:", t2-t1, "s"
print "SymEngine diff:"
t1 = clock()
cg = cf.diff(Symbol("sq5"))
t2 = clock()
Example #31
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def test_conv5b():
    x = sympy.Integer(5)
    y = sympy.Integer(6)
    assert sympify(x) == Integer(5)
    assert sympify(x / y) == Integer(5) / Integer(6)
Example #32
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def test_sympify_error1a():
    raises(SympifyError, lambda: sympify("if"))
Example #33
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def test_conv7b():
    x = sympy.Symbol("x")
    y = sympy.Symbol("y")
    assert sympify(sympy.sin(x/3)) == sin(Symbol("x") / 3)
    assert sympify(sympy.sin(x/3)) != cos(Symbol("x") / 3)
    assert sympify(sympy.cos(x/3)) == cos(Symbol("x") / 3)
Example #34
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def test_conv5b():
    x = sympy.Integer(5)
    y = sympy.Integer(6)
    assert sympify(x) == Integer(5)
    assert sympify(x/y) == Integer(5) / Integer(6)
Example #35
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import sys
sys.path.append("..")
from timeit import default_timer as clock
from csympy import var, sympify, function_symbol, Symbol
import sympy
s = open("expr.txt").read()
print "Converting to SymPy..."
e = sympy.sympify(s)
print "Converting to SymEngine..."
ce = sympify(e)
print "    Done."
print "SymPy subs:"
t1 = clock()
f = e.subs(sympy.Function("q5")(sympy.Symbol("t")), sympy.Symbol("sq5"))
t2 = clock()
print "Total time:", t2 - t1, "s"
print "SymEngine subs:"
t1 = clock()
cf = ce.subs(function_symbol("q5", Symbol("t")), Symbol("sq5"))
t2 = clock()
print "Total time:", t2 - t1, "s"

print "SymPy diff:"
t1 = clock()
g = f.diff(sympy.Symbol("sq5"))
t2 = clock()
print "Total time:", t2 - t1, "s"
print "SymEngine diff:"
t1 = clock()
cg = cf.diff(Symbol("sq5"))
t2 = clock()
Example #36
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def test_sympify_error1b():
    assert not sympify("if", raise_error=False)
Example #37
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def test_error3():
    raises(SympifyError, lambda: sympify("   x   "))
Example #38
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def test_sympify1():
    assert sympify(1) == Integer(1)
    assert sympify(2) != Integer(1)
    assert sympify(-5) == Integer(-5)
    assert sympify(Integer(3)) == Integer(3)
Example #39
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def test_conv7b():
    x = sympy.Symbol("x")
    y = sympy.Symbol("y")
    assert sympify(sympy.sin(x / 3)) == sin(Symbol("x") / 3)
    assert sympify(sympy.sin(x / 3)) != cos(Symbol("x") / 3)
    assert sympify(sympy.cos(x / 3)) == cos(Symbol("x") / 3)