def compute_low_zeros(self, N):
a = []
for E in self.d[N]:
L = Lfunction_from_elliptic_curve(E)
a.append(L.find_zeros_via_N(self.num_zeros))
num_curves = len(a)
return [sum(a[i][j] for i in range(num_curves))/num_curves
for j in range(self.num_zeros)]
def compute_low_zeros(self, N):
a = []
for E in self.d[N]:
L = Lfunction_from_elliptic_curve(E)
a.append(L.find_zeros_via_N(self.num_zeros))
num_curves = len(a)
return [
sum(a[i][j] for i in range(num_curves)) / num_curves
for j in range(self.num_zeros)
]
def f(l_min, l_max):
from pymongo import Connection
C = Connection(address).research
C.authenticate(user, password)
C = C.ellcurves
for v in C.find({'level':{'$gte':level_min, '$lt':level_max},
'number':1,
'L0s':{'$exists':False}}):
L = Lfunction_from_elliptic_curve(EllipticCurve(eval(v['weq'])), 10**5)
z = L.find_zeros_via_N(num_zeros)
L0s = dict([(str(i),float(z[i])) for i in range(len(z))])
C.update({'_id':v['_id']}, {'$set':{'L0s':L0s}})
def f(l_min, l_max):
from pymongo import Connection
C = Connection(address).research
C.authenticate(user, password)
C = C.ellcurves
for v in C.find({
'level': {
'$gte': level_min,
'$lt': level_max
},
'number': 1,
'L0s': {
'$exists': False
}
}):
L = Lfunction_from_elliptic_curve(EllipticCurve(eval(v['weq'])),
10**5)
z = L.find_zeros_via_N(num_zeros)
L0s = dict([(str(i), float(z[i])) for i in range(len(z))])
C.update({'_id': v['_id']}, {'$set': {'L0s': L0s}})
def compute_low_zeros(self, D):
L = Lfunction_from_elliptic_curve(
self.curve.quadratic_twist(D),
number_of_coeffs=self.number_of_coeffs)
return L.find_zeros_via_N(self.num_zeros)
def compute_low_zeros(self, D):
L = Lfunction_from_elliptic_curve(self.curve.quadratic_twist(D),
number_of_coeffs=self.number_of_coeffs)
return L.find_zeros_via_N(self.num_zeros)
