Ok,
but what about my main question:
Could we have a roots() method in PolynomialFunction class?
Which in the first step delegates to LaguerreSolver#solveAllComplex()?
On Sat, Jun 28, 2014 at 8:26 PM, Ted Dunning ted.dunn...@gmail.com wrote:
That is one article, but it doesn't actually compare
On Thu, 3 Jul 2014 18:14:41 +0200, Axel wrote:
Ok,
but what about my main question:
Could we have a roots() method in PolynomialFunction class?
Which in the first step delegates to
LaguerreSolver#solveAllComplex()?
I guess that people want to be careful before changing the API of
On Jul 3, 2014, at 2:30 PM, Gilles gil...@harfang.homelinux.org wrote:
On Thu, 3 Jul 2014 18:14:41 +0200, Axel wrote:
Ok,
but what about my main question:
Could we have a roots() method in PolynomialFunction class?
Which in the first step delegates to LaguerreSolver#solveAllComplex()?
On Fri, Jun 27, 2014 at 10:56 PM, Thomas Neidhart
thomas.neidh...@gmail.com wrote:
...
I did take a look at the stackoverflow question, and there is already a
way to do this in Commons Math using the LaguerreSolver via the
solveComplex and solveAllComplex methods.
But it might be good to
That is one article, but it doesn't actually compare the numerical
stability or efficiency of this method. It just invokes the stability of
numerical linear algebra. Whether this is a good way to compute roots is
an open question.
The other major question here is operation count. Computing
Hello
Jira seems to be down?
So I'm trying here to post my request for an enhancement:
Could we have a roots() method in PolynomialFunction class?
For example I ported the code in this stackoverflow question to apache
commons math by using the EigenDecomposition class:
On 06/27/2014 04:24 PM, Axel wrote:
Hello
Jira seems to be down?
So I'm trying here to post my request for an enhancement:
Could we have a roots() method in PolynomialFunction class?
For example I ported the code in this stackoverflow question to apache
commons math by using the
