I wrote the following code, after printing about 10 outputs it gets error
return 1/sqrt(Om*(1+z)**3+omg0*(1+z)**6+(1-Om-omg0))
ValueError: math domain error
the three first functions are correct and work well in other programs please do not be sensitive about their structures, I think the problem is in for-loop
and choosing some values which cannot satisfy the condition of sqrt
. Could I add some lines to tell Python avoid numbers which lead to math domain error
? If yes, How should I do that? I mean passing the step which leads to negative value under sqrt
?
Cov
is a 31*31
mtrix, xx[n]
is a list of 31 numbers.
def ant(z,Om,w):
return 1/sqrt(Om*(1+z)**3+w*(1+z)**6+(1-Om-w))
def dl(n,Om,w,M):
q=quad(ant,0,xx[n],args=(Om,w))[0]
h=5*log10((1+xx[n])*q)
fn=(yy[n]-M-h)
return fn
def c(Om,w,M):
f_list = []
for i in range(31): # the value '2' reflects matrix size
f_list.append(dl(i,Om,w,M))
A=[f_list]
B=[[f] for f in f_list]
C=np.dot(A,Cov)
D=np.dot(C,B)
F=np.linalg.det(D)*0.000001
return F
N=100
for i in range (1,N):
R3=np.random.uniform(0,1)
Omn[i]=Omo[i-1]+0.05*np.random.normal()
wn[i]=wo[i-1]+0.05*np.random.normal()
Mn[i]=Mo[i-1]+0.1*np.random.normal()
L=exp(-0.5*(c(Omn[i],wn[i],Mn[i])-c(Omo[i-1],wo[i-1],Mo[i-1])))
if L>R3:
wo[i]=wn[i]
else:
wo[i]=wo[i-1]
print(wo[i])
The output is:
0.12059556415714912
0.16292726528216397
0.16644447885609648
0.1067588804671105
0.0321446951572128
0.0321446951572128
0.013169965429457382
Traceback (most recent call last):
......
return 1/sqrt(Om*(1+z)**3+omg0*(1+z)**6+(1-Om-omg0))
ValueError: math domain error