This is a little on the terse side, but it works quite generally.
def MatrixCallable(M):
N = Matrix(SR,M)
def m(*a,**k):
return Matrix([[e(*a,**k) for e in row] for row in N])
return m
sage: x = var('x')
sage: M = [[sin(x),cos(x),0],[cos(x),sin(x),x^3]]
sage: N =
On 11/23/11 1:32 AM, Tom Boothby wrote:
This is a little on the terse side, but it works quite generally.
And it isn't quite the same as Callable symbolic expressions. I.e., if
you have two variables, you can't specify the order when you create the
matrix.
On the other hand, doing
Hi,
I'm new to sage and and Linux and I've been struggling the last few
days to get a running SAGE system on my own machine using the *.ova
and *.ovf files. I'm reporting what I've found since there seems to be
little info on the web, or atleast there is little info using the key
words I've been
On Nov 23, 12:31 pm, Carel_van_Dam carelv...@gmail.com wrote:
Hi,
I'm new to sage and and Linux and I've been struggling the last few
days to get a running SAGE system on my own machine using the *.ova
and *.ovf files. I'm reporting what I've found since there seems to be
little info on the
I'm a physics guy, so programing is not at the top of the to-do list for me
(yet), but I might take it on, since I've been meaning to learn python as a
primer for programming in general. Also, I use sage over all the other software
they have at school, and sometimes bugs in sage keep me too
On 11/23/11 9:19 AM, jrodri1...@gmail.com wrote:
I'm a physics guy, so programing is not at the top of the to-do list for me
(yet), but I might take it on, since I've been meaning to learn python as a
primer for programming in general. Also, I use sage over all the other software
they have at
This is now http://trac.sagemath.org/sage_trac/ticket/12075.
On Nov 23, 11:38 am, Jason Grout jason-s...@creativetrax.com wrote:
On 11/23/11 9:19 AM, jrodri1...@gmail.com wrote:
I'm a physics guy, so programing is not at the top of the to-do list for me
(yet), but I might take it on, since
