On May 13, 2:50 am, kcrisman wrote:
> On May 12, 8:39 pm, Fredrik Johansson
> wrote:
>
> > On May 12, 11:19 pm, kcrisman wrote:
>
> > > This should, in theory, give a plot of li(20^z) along the critical
> > > line of the Riemann zeta function. Unfortunately, as you will see if
> > > you plot th
On May 12, 8:39 pm, Fredrik Johansson
wrote:
> On May 12, 11:19 pm, kcrisman wrote:
>
> > This should, in theory, give a plot of li(20^z) along the critical
> > line of the Riemann zeta function. Unfortunately, as you will see if
> > you plot this, it succeeds until it hits a branch cut (I ass
On May 12, 11:19 pm, kcrisman wrote:
> This should, in theory, give a plot of li(20^z) along the critical
> line of the Riemann zeta function. Unfortunately, as you will see if
> you plot this, it succeeds until it hits a branch cut (I assume), and
> does not look so nice, not to mention missing
Hi,
i don't really know whether this is a bug, but at least it seems a bit
odd to me (are alphacheck supposed to have different meanings in the
spaces?):
R = RootSystem(['A',3])
wgtsp = R.weight_space()
rootsp = R.root_space()
a = wgtsp.simple_roots()[1]
b = rootsp.simple_roots()[1]
a.associate
The above problem is solved.
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Here is the setup:
import mpmath
parametric_plot((lambda t: (20^(0.5+i*RR(t))).real(),lambda t:
(20^(0.5+i*RR(t))).imag()), (0,15),rgbcolor=hue(0.7))
A circle, as one would guess.
parametric_plot((lambda t: mpmath.li(20^(0.5+i*RR(t))).real,lambda t:
mpmath.li(20^(0.5+i*RR(t))).imag), (0,pi/2),rg
I am very new to sage and I don't know any python. I wrote the
following code but I get errors. Can some one help me please?
def urn(number):
p = list(SetPartitions(number).list())
l = len(v)
trivial = p[0]
counter = 0
rounds = 10
for i in range(0,rounds):
On Wed, May 11, 2011 at 7:48 PM, Alex Raichev wrote:
> Hi Sagers:
>
> I'm not sure this is the right forum to ask this question, but hey,
> here goes. Anybody going to ISSAC 2011
> (http://www.issac-conference.org/2011/) next month?
One Sage developer, Victor Miller, is giving one of the two big
I got an email from the publisher today confirming the book on Sage has been
published, although the web site still says to be published in May 2011.
http://www.packtpub.com/sage-beginners-guide/book
Some fraction of sales will go to Sage, though I'm not sure what fraction, or if
there needs t
On Wed, 11 May 2011 22:57:56 -0700 (PDT)
tvn wrote:
> Is this a "math" limitation or Sage limitation ?If it's the later then
> should it be worked on ?
>
> 'Sage Version 4.6.2, Release Date: 2011-02-25'
> sage: var('x x2')
> (x, x2)
> sage: Q = PolynomialRing(QQ,[x,x2])
> sage: I = Q*([x+
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