Changes between Initial Version and Version 3 of Ticket #10369
 Timestamp:
 12/10/10 17:04:48 (11 years ago)
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Ticket #10369
 Property Cc jdemeyer added

Ticket #10369 – Description
initial v3 28 28 29 29 {{{ 30 sage: l2 = ( 1/7*a^5  1/7*a^4  1/7*a^3  1/7*a^2  2/7*a  1/7)*t^10 + (4/7*a^5  2/7*a^4  2/7*a^3  2/7*a^2  2/7*a  6/7)*t^9 + (90/49*a^5 + 152/49*a^4 + 18/49*a^3 + 24/49*a^2 + 30/49*a + 36/49)*t^8 + (10/49*a^5 + 10/7*a^4 + 198/49*a^3  102/49*a^2  60/49*a  26/49)*t^7 + (40/49*a^5 + 45/49*a^4 + 60/49*a^3 + 277/49*a^2  204/49*a  78/49)*t^6 + (90/49*a^5 + 110/49*a^4 + 2*a^3 + 80/49*a^2 + 46/7*a  30/7)*t^5 + (30/7*a^5 + 260/49*a^4 + 250/49*a^3 + 232/49*a^2 + 32/7*a + 8)*t^4 + (184/49*a^5  58/49*a^4  52/49*a^3  66/49*a^2  72/49*a  72/49)*t^3 + (18/49*a^5  32/49*a^4 + 10/49*a^3 + 4/49*a^2)*t^2 + (2/49*a^4  4/49*a^3 + 2/49*a^2)*t30 sage: l2 = (1/7*a^2  1/7*a)*t^10 + (4/7*a  6/7)*t^9 + (102/49*a^5 + 99/49*a^4 + 96/49*a^3 + 93/49*a^2 + 90/49*a + 150/49)*t^8 + (160/49*a^5  36/49*a^4  48/49*a^3  8/7*a^2  60/49*a  60/49)*t^7 + (30/49*a^5  55/49*a^4 + 20/49*a^3 + 5/49*a^2)*t^6 + (6/49*a^4  12/49*a^3 + 6/49*a^2)*t^5 31 31 }}} 32 32 33 Thepari released with sage computes the factorization without problems, but trying to compute the factorization with sage the program starts to eat all available ram and you have to kill the program.33 It is t**5 times an ireducible polynomial. With the Gp pari released with sage computes the factorization without problems, but trying to compute the factorization with sage the program starts to eat all available ram and you have to kill the program.