On Jun 14, 2010, at 10:17 AM, Kevin Hunter wrote:
> I'm currently working on a mathematical optimization framework.
> Briefly, solving an optimization problem means finding the best
> possible solution from a set of feasible solutions. Usually, this
> involves maximizing or minimizing one or mor
On Mon, Jun 14, 2010 at 7:18 PM, Brian Granger wrote:
> On Mon, Jun 14, 2010 at 7:15 PM, Aaron S. Meurer wrote:
>> git.sympy.org is on Ondrej's server, so he has it setup so that a buildbot
>> runs the tests whenever someone pushes. Are such hooks possible for github?
>
> Ok, that makes sense.
On Mon, Jun 14, 2010 at 7:15 PM, Aaron S. Meurer wrote:
> git.sympy.org is on Ondrej's server, so he has it setup so that a buildbot
> runs the tests whenever someone pushes. Are such hooks possible for github?
Ok, that makes sense. We should see if github has such hooks...or
minimally we shou
On Mon, Jun 14, 2010 at 7:12 PM, Aaron S. Meurer wrote:
>
> On Jun 14, 2010, at 3:24 PM, Brian Granger wrote:
>
>> Hi,
>>
>> I am getting back to sympy now that finals are done and I noticed that
>> the repo situation with sympy is a bit confusing:
>>
>> * There is now a sympy/sympy github repo, t
git.sympy.org is on Ondrej's server, so he has it setup so that a buildbot runs
the tests whenever someone pushes. Are such hooks possible for github?
Aaron Meurer
On Jun 14, 2010, at 8:13 PM, Brian Granger wrote:
>> I think the current suggested form is to fork the sympy/sympy (with
>> githu
> I think the current suggested form is to fork the sympy/sympy (with
> github's forking feature), and pull changes from the git.sympy.org repo
> (with a remote repository set up). Forking the sympy/sympy puts you in a
> github network that lets everyone track what's going on (to some extent).
I
On Jun 14, 2010, at 3:24 PM, Brian Granger wrote:
> Hi,
>
> I am getting back to sympy now that finals are done and I noticed that
> the repo situation with sympy is a bit confusing:
>
> * There is now a sympy/sympy github repo, that looks very attractive
> to fork and use...
> * But it is not
I think the current suggested form is to fork the sympy/sympy (with
github's forking feature), and pull changes from the git.sympy.org repo
(with a remote repository set up). Forking the sympy/sympy puts you in a
github network that lets everyone track what's going on (to some extent).
Cheers
First off, p - q == p - (1 - p) == 2*p - 1. Second, b cancels in that
equation, giving you f == 2*p - 1, which should be a constant. So maybe you
typed it wrong?
To find the maximum, you should use derivatives. See
http://en.wikipedia.org/wiki/Differential_calculus#Optimization. The maximum
I'm currently working on a mathematical optimization framework.
Briefly, solving an optimization problem means finding the best
possible solution from a set of feasible solutions. Usually, this
involves maximizing or minimizing one or more "objective" functions,
but within the confines of a number
Hi,
I am getting back to sympy now that finals are done and I noticed that
the repo situation with sympy is a bit confusing:
* There is now a sympy/sympy github repo, that looks very attractive
to fork and use...
* But it is not in sync with git.sympy.org.
What is the plan for the github repo?
Pot is $ in poker pot
minBet is minimum amount you must bet to play
pot odds are calculated by
b = Pot/minBet
p is the probability of winning a poker hand:
0.0 <= p <= 1.0
q is the probability of loosing a poker hand:
q = 1.0 - p
f is the calculated kelly bet
f = ( b * (p-q)) / b
substitut
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