/dports/math/py-sympy/sympy-1.9/doc/src/tutorial/ |
H A D | manipulation.rst | 171 "Pow(Symbol(y), NegativeOne())_(2,)" -> "Symbol(y)_(2, 0)"; 174 "Pow(Symbol(y), NegativeOne())_(2,)" -> "NegativeOne()_(2, 1)"; 178 "Mul(NegativeOne(), Pow(Symbol(x), Integer(2)))_(1,)" -> "NegativeOne()_(1, 0)"; 182 …x), Symbol(y)))), Mul(NegativeOne(), Pow(Symbol(x), Integer(2))), Pow(Symbol(y), NegativeOne()))_(… 184 …mbol(x), Symbol(y)))), Mul(NegativeOne(), Pow(Symbol(x), Integer(2))), Pow(Symbol(y), NegativeOne(… 221 "Mul(NegativeOne(), Symbol(y))_(0,)" -> "Symbol(y)_(0, 1)"; 222 "Mul(NegativeOne(), Symbol(y))_(0,)" -> "NegativeOne()_(0, 0)"; 224 "Add(Mul(NegativeOne(), Symbol(y)), Symbol(x))_()" -> "Mul(NegativeOne(), Symbol(y))_(0,)"; 261 "Pow(Symbol(y), NegativeOne())_(1,)" -> "NegativeOne()_(1, 1)"; 263 "Mul(Symbol(x), Pow(Symbol(y), NegativeOne()))_()" -> "Pow(Symbol(y), NegativeOne())_(1,)"; [all …]
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/dports/math/py-sympy/sympy-1.9/sympy/simplify/ |
H A D | cse_opts.py | 22 reps[a] = Mul._from_args([S.NegativeOne, na]) 36 negs[a] = Mul._from_args([S.One, S.NegativeOne, -a]) 47 node.args[0] is S.One and node.args[1] is S.NegativeOne:
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H A D | fu.py | 971 if s is S.NegativeOne and f.is_Mul and len(f.args) == 2 and \ 1016 n_args[i] = S.NegativeOne 1776 if S.NegativeOne in ua.factors: 1777 ua = ua.quo(S.NegativeOne) 1779 elif S.NegativeOne in ub.factors: 1780 ub = ub.quo(S.NegativeOne) 1925 if a in (S.NegativeOne, S.One): 1935 if S.NegativeOne in ua.factors: 1936 ua = ua.quo(S.NegativeOne) 1939 elif S.NegativeOne in ub.factors: [all …]
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H A D | powsimp.py | 166 b not in (S.One, S.NegativeOne)): 201 _n = S.NegativeOne 449 unk.extend([S.NegativeOne]*len(neg))
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/dports/math/py-sympy/sympy-1.9/sympy/functions/special/ |
H A D | polynomials.py | 154 return S.NegativeOne**n * jacobi(n, b, a, -x) 372 elif a == S.NegativeOne: 377 if x == S.NegativeOne: 514 return S.NegativeOne**n * chebyshevt(n, -x) 629 if n == S.NegativeOne: 645 if n == S.NegativeOne: 666 kern = S.NegativeOne**k * factorial( 816 return S.NegativeOne**n * legendre(n, -x) 1036 return S.NegativeOne**n * hermite(n, -x) 1146 return S.NegativeOne**n * S.Infinity [all …]
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H A D | spherical_harmonics.py | 143 return S.NegativeOne**m * exp(-2*I*m*phi) * Ynm(n, m, theta, phi) 200 return S.NegativeOne**m * self.func(n, -m, theta, phi)
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/dports/math/py-sympy/sympy-1.9/sympy/matrices/expressions/ |
H A D | inverse.py | 33 exp = S.NegativeOne 35 def __new__(cls, mat, exp=S.NegativeOne):
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/dports/math/py-sympy/sympy-1.9/sympy/functions/elementary/ |
H A D | trigonometric.py | 1347 return S.NegativeOne - self**2 2176 elif arg is S.NegativeOne: 2264 if arg0 is S.NegativeOne: 2387 elif arg is S.NegativeOne: 2474 if arg0 is S.NegativeOne: 2610 elif arg is S.NegativeOne: 2804 elif arg is S.NegativeOne: 2995 elif arg is S.NegativeOne: 3062 if arg0 is S.NegativeOne: 3160 elif arg is S.NegativeOne: [all …]
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H A D | hyperbolic.py | 554 return S.NegativeOne 773 return S.NegativeOne 1146 elif arg is S.NegativeOne: 1262 elif arg is S.NegativeOne: 1401 elif arg is S.NegativeOne: 1515 elif arg is S.NegativeOne: 1624 elif arg is S.NegativeOne: 1755 elif arg is S.NegativeOne:
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H A D | exponential.py | 264 return S.NegativeOne 306 return S.NegativeOne 841 nonpos.append(S.NegativeOne) 1104 return S.NegativeOne 1121 if k is S.NegativeOne: 1125 return S.NegativeOne
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/dports/math/py-sympy/sympy-1.9/sympy/core/tests/ |
H A D | test_exprtools.py | 57 assert Factors({S.NegativeOne: S(3)})*Factors({S.NegativeOne: S.One, I: S(5)}) == \ 69 assert Factors({S.NegativeOne: Rational(3, 2)}) == Factors({I: S.One, S.NegativeOne: S.One}) 70 assert Factors({I: S.One, S.NegativeOne: Rational(1, 3)}).as_expr() == I*(-1)**Rational(1, 3) 72 assert Factors(-1.) == Factors({S.NegativeOne: S.One, S(1.): 1}) 73 assert Factors(-2.) == Factors({S.NegativeOne: S.One, S(2.): 1}) 75 assert Factors(S(-2)) == Factors({S.NegativeOne: S.One, S(2): 1}) 77 assert Factors(Rational(3, 2)) == Factors({S(3): S.One, S(2): S.NegativeOne}) 80 assert Factors({S.NegativeOne: Rational(-3, 2)}).as_expr() == I
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/dports/math/py-sympy/sympy-1.9/sympy/physics/quantum/ |
H A D | grover.py | 12 from sympy.core.numbers import NegativeOne 177 matrixOracle[i, i] = NegativeOne()
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/dports/math/py-sympy/sympy-1.9/sympy/solvers/tests/ |
H A D | test_inequalities.py | 204 assert reduce_inequalities(x + 1 > 0) == And(S.NegativeOne < x, x < oo) 240 And(S.NegativeOne < x, x < 1) 242 And(S.NegativeOne <= x, x <= 1) 348 assert isolve(sin(x) >= S.NegativeOne, x, relational=False) == S.Reals 473 assert _pt(S.NegativeOne, oo) == _pt(oo, S.NegativeOne) == Rational(-1, 2) 474 assert _pt(S.NegativeOne, -oo) == _pt(-oo, S.NegativeOne) == -2
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/dports/math/py-sympy/sympy-1.9/sympy/assumptions/ |
H A D | refine.py | 153 if expr.base is S.NegativeOne: 195 if p.is_Pow and p.base is S.NegativeOne: 365 return S.NegativeOne
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/dports/math/py-Diofant/Diofant-0.13.0/diofant/core/ |
H A D | numbers.py | 342 return S.NegativeOne, (-self,) 690 return Pow(S.NegativeOne, other, evaluate=False)*( 1188 return -self, S.NegativeOne 1231 return S.NegativeOne 1310 result *= S.NegativeOne**other 1473 class NegativeOne(IntegerConstant, metaclass=SingletonWithManagedProperties): class 1524 if p.is_Pow and p.base is S.NegativeOne and p.exp.is_integer: 1873 return S.NegativeOne**other*oo**other 2195 return S.NegativeOne 2499 return S.NegativeOne**(other*S.Half) [all …]
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/dports/math/py-sympy/sympy-1.9/sympy/integrals/tests/ |
H A D | test_intpoly.py | 205 octahedron = [[(S.NegativeOne / sqrt(2), 0, 0), (0, S.One / sqrt(2), 0), 206 (0, 0, S.NegativeOne / sqrt(2)), (0, 0, S.One / sqrt(2)), 207 (0, S.NegativeOne / sqrt(2), 0), (S.One / sqrt(2), 0, 0)],
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/dports/math/py-sympy/sympy-1.9/sympy/calculus/ |
H A D | euler.py | 100 eq = eq + S.NegativeOne**i*diff(L, diff(f, *p), *p)
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/dports/math/py-Diofant/Diofant-0.13.0/docs/modules/ |
H A D | core.rst | 138 NegativeOne subsection 141 .. autoclass:: NegativeOne
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/dports/math/py-sympy/sympy-1.9/sympy/physics/quantum/tests/ |
H A D | test_qapply.py | 123 expr1 = TensorProduct(Jz*JzKet(S(2),S.NegativeOne)/sqrt(2), Jz*JzKet(S.Half,S.Half)) 124 result = Mul(S.NegativeOne, Rational(1, 4), 2**S.Half, hbar**2)
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/dports/math/py-sympy/sympy-1.9/sympy/core/ |
H A D | exprtools.py | 99 return S.NegativeOne 253 if exp is S.NegativeOne: 277 if exp is S.NegativeOne: 336 factors[S.NegativeOne] = S.One 347 factors[Integer(n.q)] = S.NegativeOne 386 if a is S.NegativeOne: 396 factors[S.NegativeOne] = S.One
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H A D | numbers.py | 818 return S.NegativeOne, (-self,) 2039 return -self, S.NegativeOne 2112 return S.NegativeOne 2361 result *= S.NegativeOne**expt 2410 result *= Pow(S.NegativeOne, expt) 2766 return S.NegativeOne 2826 return S.NegativeOne 3227 return {S.NegativeOne: 1, S.Infinity: 1} 3575 return S.NegativeOne 4031 return S.NegativeOne [all …]
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/dports/math/py-sympy/sympy-1.9/doc/src/modules/ |
H A D | core.rst | 161 NegativeOne subsection 164 .. autoclass:: NegativeOne
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/dports/math/py-sympy/sympy-1.9/sympy/physics/ |
H A D | secondquant.py | 1062 return S.NegativeOne*FockState.__new__(cls, occupations) 1209 return S.NegativeOne*self.__class__(new_occs, self.fermi_level) 1752 return S.NegativeOne*KroneckerDelta(a.state, b.state) 1762 return S.NegativeOne*cls(b, a) 1897 return (S.NegativeOne*coeff)*cls(Mul(*newseq)) 2827 coeff = S.NegativeOne*c 3008 return S.NegativeOne*expr
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/dports/math/py-sympy/sympy-1.9/sympy/matrices/expressions/tests/ |
H A D | test_inverse.py | 17 assert Inverse(C).args == (C, S.NegativeOne)
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/dports/math/py-sympy/sympy-1.9/sympy/series/ |
H A D | limits.py | 258 return -expr.args[0] if abs_flag else S.NegativeOne 322 return S.NegativeInfinity*sign(coeff)*S.NegativeOne**(S.One + ex)
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