What is the best way of writing out code to calculate the symmetry
group of the Klein Quartic
(The klein quatric is the set of the solutions to f=0, where f is the
polynomial x^3*y+y^3*z+z^3+x in QQ[x,y,z])
I know of 2 symmetry types
one is the rotation of terms of order 3 ( (x,y,z), (z,x,y),
On 23/10/2010, at 12:07 PM, Ferren wrote:
Now, in addition to any Unix-related problems, I may have an
idiosyncratic Mac problem. When my Mac guru put Snow Leopard on it
(while he was repairing the permissions problem), he set me up with no
password for my user account. This appears to be
On 10/23/10 12:51 AM, Michael Welsh wrote:
The root password doesn't work with sudo, you need to login as su (just type
that) first. However, sudo is much easier.
HTH,
Michael
In general there is no user called su, so one can't log in as su.
su is a command to 'switch user'. By default,
On Oct 22, 10:00 am, andrew ewart aewartma...@googlemail.com wrote:
What is the best way of writing out code to calculate the symmetry
group of the Klein Quartic
(The klein quatric is the set of the solutions to f=0, where f is the
polynomial x^3*y+y^3*z+z^3+x in QQ[x,y,z])
I know of 2
I have a sage script that ultimately creates a python list called MMv
of length 35354. Each element is a list of length 55. This is in
effect a 35354 by 55 matrix. Print statements show that when I run my
script with load two.sage it gets stuck at taking this list and
creating a matrix. I am using
