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Out of memory.
*To*: mathgroup at smc.vnet.net
*Subject*: [mg89237] Out of memory.
*From*: Richard Bowles <watsonhb at arczip.com>
*Date*: Sun, 1 Jun 2008 03:34:46 -0400 (EDT)
I am rather new to mathematica so it is likely that I am doing some
rather naive things.
I have m1X20 matrix with matrix elements m1_ij=Cij P^lij S^nij.
nij and lij are real numbers. Cij =1 or 0.
I take the power matrix of m1^N
m2 = MatrixPower[m1, N]
Then need o extract the exponents of P and S and the coefficients of
each of the terms in the resulting polynomial and write them to file.
I do the following:
For[i = 0, i < 20, i++;
For[j = 0, j < 20, j++;
eepol = Expand[m2[[i, j]]];
k = Length[eepol];
For[i1 = 0, i1 < k, i1++;
w0[l_, n_] = Part[eepol, i1];
x1 = Exponent[w0[l, n], l];
x2 = Exponent[w0[l, n], n];
x3 = Coefficient[ w0[l, n], l^x1*n^x2];
dn = x2*0.25*Pi/(1.95*x1);
Write[s1, x3];
Write[s, dn];
]
]]
This works slowly, but fine when N=10 but I run out of memory on a
128GB machine when N. I plotted the memory use as a function of
cycles through the inner loop and find that it grows linearly which
might account for the out of memory since there are a large number of
terms.
If anyone can suggest a faster and more memory efficient method it
would be much appreciated.
Cheers
Richard
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