def test_sinh(self): self.assertEqual(imath.sinh(0), interval[0]) assert imath.sinh(1) in ((imath.exp(1) - imath.exp(-1))/2)
def check(x): x = interval(x) z = tanh(x) assert z in imath.sinh(x)/imath.cosh(x)
def test_sinh(self): assert imath.sinh(0) == interval[0] assert imath.sinh(1) in ((imath.exp(1) - imath.exp(-1)) / 2)
def check(x): x = interval(x) z = tanh(x) assert z in imath.sinh(x) / imath.cosh(x)
def test_sinh(self): self.assertEqual(imath.sinh(0), interval[0]) assert imath.sinh(1) in ((imath.exp(1) - imath.exp(-1)) / 2)
def __eval(self, n_id, box): n = self.__dag[n_id] rec = self.__eval if n[0] == '+': v1 = rec(n[1], box) v2 = rec(n[2], box) return v1 + v2 elif n[0] == '-': v1 = rec(n[1], box) v2 = rec(n[2], box) return v1 - v2 elif n[0] == '*': v1 = rec(n[1], box) v2 = rec(n[2], box) return v1 * v2 elif n[0] == '/': v1 = rec(n[1], box) v2 = rec(n[2], box) return v1 / v2 elif n[0] == '^': v = rec(n[1], box) i = self.__dag[n[2]][1] return v**i elif n[0] == 'exp': v = rec(n[1], box) return imath.exp(v) elif n[0] == 'log': v = rec(n[1], box) return imath.log(v) elif n[0] == 'sqrt': v = rec(n[1], box) return imath.sqrt(v) elif n[0] == 'sin': v = rec(n[1], box) return imath.sin(v) elif n[0] == 'cos': v = rec(n[1], box) return imath.cos(v) elif n[0] == 'tan': v = rec(n[1], box) return imath.tan(v) elif n[0] == 'asin': v = rec(n[1], box) return imath.asin(v) elif n[0] == 'acos': v = rec(n[1], box) return imath.acos(v) elif n[0] == 'atan': v = rec(n[1], box) return imath.atan(v) elif n[0] == 'sinh': v = rec(n[1], box) return imath.sinh(v) elif n[0] == 'cosh': v = rec(n[1], box) return imath.cosh(v) elif n[0] == 'tanh': v = rec(n[1], box) return imath.tanh(v) elif n[0] == 'C': return interval[n[1]] elif n[0] == 'V': return box[n[1]] else: print('unsupported node: ' + str(n)) assert (False)