Hi, the following script
M = 3*m
RRR = RealField(prec = precision)
coef02 = [RRR(1/i) for i in [1..M+1]]
g = coef02[M]
for i in [M-1..2,step=-1]:
g = x*g+coef02[i]
ME = 32
disk = [exp (2*pi.n(precision)*I*i/ME) for i in range(ME)]
epsilon1 = max([abs(g(x=z)) for z in disk])
m = 40
for c in [1/2..10,step=1/2]:
for ell in [1..10]:
runs smoothly on my Sage 7.5.1 (ppa for Ubuntu 14.04/Mint 17.3) and takes
2.5% of my memory. But in Sage 8.1 (64bit bynary for Ubuntu 14.04) memory
consumption slowly increases up to 7.3%. If I increase the length of the
loops, memory consumption continues to increase. I already got a better
implementation of the script on ask.sagemath, but I think this is a
regression wrt 7.5.1.
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