Re: [Libreoffice] Bug in new LINEST implementation

2011-05-19 Thread Katarina Machalkova
On Thursday, May 19, 2011 22:12:14 Markus Mohrhard wrote: > I think this patch is fine too. So if my sign counts you have a second. +1 from me, which makes it third. B. ___ LibreOffice mailing list LibreOffice@lists.freedesktop.org http://lists.freedesk

Re: [Libreoffice] Bug in new LINEST implementation

2011-05-19 Thread Markus Mohrhard
I think this patch is fine too. So if my sign counts you have a second. Regards, Markus ___ LibreOffice mailing list LibreOffice@lists.freedesktop.org http://lists.freedesktop.org/mailman/listinfo/libreoffice

Re: [Libreoffice] Bug in new LINEST implementation

2011-05-19 Thread Kohei Yoshida
On Thu, 2011-05-19 at 15:58 -0400, Kohei Yoshida wrote: > > Yes, I submit the patch under LGPLv3+/MPL 1.1. > > > > And all further patches will be under LGPLv3+/MPL 1.1 as long as there > > are no other needs from your side. Excellent! Just pushed to the -3-4 branch. http://cgit.freedesktop.o

Re: [Libreoffice] Bug in new LINEST implementation

2011-05-19 Thread Kohei Yoshida
CC'ing Regina's reply to the list... On Thu, 2011-05-19 at 21:17 +0200, Regina Henschel wrote: > Hi Kohei, > > Kohei Yoshida schrieb: > > On Thu, 2011-05-19 at 20:00 +0200, Regina Henschel wrote: > >> Hi all, > >> > >> could you please have a look at > >> https://bugs.freedesktop.org/show_bug.cgi

Re: [Libreoffice] Bug in new LINEST implementation

2011-05-19 Thread Kohei Yoshida
On Thu, 2011-05-19 at 20:00 +0200, Regina Henschel wrote: > Hi all, > > could you please have a look at > https://bugs.freedesktop.org/show_bug.cgi?id=37326 > > It looks not severe, but you get the error likely, if you use LINEST to > get the coefficients of an interpolation polynomial. In thos

[Libreoffice] Bug in new LINEST implementation

2011-05-19 Thread Regina Henschel
Hi all, could you please have a look at https://bugs.freedesktop.org/show_bug.cgi?id=37326 It looks not severe, but you get the error likely, if you use LINEST to get the coefficients of an interpolation polynomial. In those cases users have often x=0 among the known points. If would be nice