try to run blah(), I get
Exception (click to the left for traceback):
...
IOError: [Errno 2] No such file or directory: '/home/mak/mixed/
sage_notebook/objects/con.sage.sobj'
which baffles me on two counts: why does it look for the file in a
different directory (sage is running from ho
er, and not easily
searchable either.
Thanks,
Mak
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thing like '100x100 matrix with integer coefficients'.
I'd like the matrix displayed explicitly (at my own risk). Clicking
to the side doesn't have any effect.
Thanks,
Mak
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On Jun 20, 10:42 pm, mak <[EMAIL PROTECTED]> wrote:
> a) How can I create, and do linear algebra in, a module spanned by
> modular symbols. For instance, I'd like to be able to take an
> arbitrary manin symbol and write it as a combination of eigensymbols
> from sel
ct in the
full ModularSymbols space, and not a subspace thereof (e.g. cuspidal
one). Is there any way around that?
c) I noticed in the reference manual a command like
L= span(ZZ, [['1/2',1,3]])
Why put the fraction in quotes?
Thanks
What is the sage translation of PARI's
forstep(i=1,0,-.1,)?
Why does 'for?' not produce any help with loops?
Is there any way to search the documentation for help on a topic like
this?
Thanks,
Mak
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I type in the following:
eu=[-1,-2,-3,-7,-11]
P=(x for x in Primes() if x<1)
for p in P:
if sum((kronecker(D,p) for D in eu))==5:
print p
and I do get my list of primes printed out, but sage seizes up: in the
shell version I don't get the next prompt, in the notebook the little
