[PATCH] Patch is an added function Gaussian Integral in Integrals.py, to solve the definite integral of exp(poly).

2008-11-11 Thread m.echavarriagregory
# HG changeset patch # User Angelica Echavarria-Gregory # Date 1226355651 18000 # Node ID 80e7a79d74d398ac99323fd100c56063f2bbedce # Parent d66dc8f1f1077acc5776284d9fbbcc4c9871fb01 The function to PLEASE MERGE WITH ALL OF SYMPY FOR IT TO WORK ALONG WITH OTHER INTEGRALS; # Please, let's implement

Re: Patch is an added function Gaussian Integral in Integrals.py, to solve the definite integral of exp(poly).

2008-11-14 Thread Pekeika
> > I was curious what you do, so I googled a bit and found this: > > http://www.stat.ncsu.edu/bswg/description.html > > is it accurate? E.g. you do the section "(i) Environmental applications"? > > Ondrej Yes! That is exactly what I'm doing for my doctoral thesis. Bayesian predictions are growin

Re: Patch is an added function Gaussian Integral in Integrals.py, to solve the definite integral of exp(poly).

2008-11-19 Thread Ondrej Certik
On Fri, Nov 14, 2008 at 4:17 PM, Pekeika <[EMAIL PROTECTED]> wrote: > >> >> I was curious what you do, so I googled a bit and found this: >> >> http://www.stat.ncsu.edu/bswg/description.html >> >> is it accurate? E.g. you do the section "(i) Environmental applications"? >> >> Ondrej > > Yes! That i

Re: Patch is an added function Gaussian Integral in Integrals.py, to solve the definite integral of exp(poly).

2008-11-21 Thread Pekeika
Hi Ondrej, > In [34]: g.match(a*exp(b))[a] > Out[34]: 0.886226925452758 > > In [35]: g.match(a*exp(b))[b] > Out[35]: >                                                                2 >   2.25   1.50⋅vy   0.250⋅vy > - + ─── - ──

Re: Patch is an added function Gaussian Integral in Integrals.py, to solve the definite integral of exp(poly).

2008-11-29 Thread Ondrej Certik
Hi Pekeika! On Fri, Nov 21, 2008 at 7:02 PM, Pekeika <[EMAIL PROTECTED]> wrote: > > Hi Ondrej, > >> In [34]: g.match(a*exp(b))[a] >> Out[34]: 0.886226925452758 >> >> In [35]: g.match(a*exp(b))[b] >> Out[35]: >>2 >> 2.25

Re: Patch is an added function Gaussian Integral in Integrals.py, to solve the definite integral of exp(poly).

2009-01-12 Thread Pekeika
Hello Ondrej, Hello group, Happy and successful new year!!! I'm back from my qualifying exams :) and will be working full time in the project of Bayesian Statistics, in which I will need Sympy Group's help for my programming. I'm back in the same need of the symbolic integration of exp(poly), re

RE: [PATCH] Patch is an added function Gaussian Integral in Integrals.py, to solve the definite integral of exp(poly).

2008-11-11 Thread Echavarria Gregory, Maria Angelica
: sympy-patches@googlegroups.com Cc: Echavarria Gregory, Maria Angelica Subject: Re: [PATCH] Patch is an added function Gaussian Integral in Integrals.py, to solve the definite integral of exp(poly). Hi Angelica! thanks very much for the patch and the work you did. I have couple comments below: On Tue,

Re: [PATCH] Patch is an added function Gaussian Integral in Integrals.py, to solve the definite integral of exp(poly).

2008-11-11 Thread Ondrej Certik
Hi Angelica! thanks very much for the patch and the work you did. I have couple comments below: On Tue, Nov 11, 2008 at 12:20 AM, <[EMAIL PROTECTED]> wrote: > > # HG changeset patch > # User Angelica Echavarria-Gregory Add your email address to your ~/.hgrc, e.g. mine looks like this: [ui] use

Re: [PATCH] Patch is an added function Gaussian Integral in Integrals.py, to solve the definite integral of exp(poly).

2008-11-12 Thread Ondrej Certik
On Tue, Nov 11, 2008 at 4:41 PM, Echavarria Gregory, Maria Angelica <[EMAIL PROTECTED]> wrote: > Ondrej, > > Thanks for all your answers and your quick reply. I ask for forgiveness of my > notably beginner's code developing, thanks for helping out! > I attached a modified f.py that clarifies w

Re: [PATCH] Patch is an added function Gaussian Integral in Integrals.py, to solve the definite integral of exp(poly).

2008-11-13 Thread Ondrej Certik
On Wed, Nov 12, 2008 at 11:08 AM, Ondrej Certik <[EMAIL PROTECTED]> wrote: > On Tue, Nov 11, 2008 at 4:41 PM, Echavarria Gregory, Maria Angelica > <[EMAIL PROTECTED]> wrote: >> Ondrej, >> >> Thanks for all your answers and your quick reply. I ask for forgiveness of >> my notably beginner's code d