On 2020-08-25 02:02, Lutz Gehlen wrote:
Hi David
On Monday, 24.08.2020 17:17:30 David Christensen wrote:
p.s. I should mention the Polar Bear book [1].
[1]
https://www.oreilly.com/library/view/information-architecture-4th/
9781491913529/
Thank you for the pointer. I find it hard to grasp
Hi David
On Monday, 24.08.2020 17:17:30 David Christensen wrote:
> On 2020-08-24 06:46, Lutz Gehlen wrote:
[...]
> > On Sunday, 23.08.2020 06:37:47 David Christensen wrote:
> >> On 2020-08-23 02:40, Lutz Gehlen wrote:
> > [...]
> >
> >>> I am working on a set of modules dealing with banded matrice
Hi Neil,
On Monday, 24.08.2020 10:06:10 Neil Bowers wrote:
[...]
> One thing to be aware of, is that if you’re releasing a
> distribution Math-Matrix-Banded, then your distribution needs to
> include a module Math::Matrix::Banded[*].
Thank you, I wasn't aware of that.
> I like the model where yo
On 2020-08-24 06:46, Lutz Gehlen wrote:
Hi David,
thank you for your advice.
YW. :-)
On Sunday, 23.08.2020 06:37:47 David Christensen wrote:
On 2020-08-23 02:40, Lutz Gehlen wrote:
[...]
I am working on a set of modules dealing with banded matrices
(aka band matrices or band diagonal ma
Hi David,
thank you for your advice.
On Sunday, 23.08.2020 06:37:47 David Christensen wrote:
> On 2020-08-23 02:40, Lutz Gehlen wrote:
[...]
> > I am working on a set of modules dealing with banded matrices
> > (aka band matrices or band diagonal matrices). These are a
> > certain kind of sparse
Hi Lutz,
One thing to be aware of, is that if you’re releasing a distribution
Math-Matrix-Banded, then your distribution needs to include a module
Math::Matrix::Banded[*].
I like the model where you also have ::Square, ::Rectangular, and ::Symmetric —
a class for each internal representation.
On 2020-08-23 02:40, Lutz Gehlen wrote:
Hi all,
I am working on a set of modules dealing with banded matrices (aka
band matrices or band diagonal matrices). These are a certain kind
of sparse matrices where all entries are known to be 0 except close
to the main diagonal. Obviously, this conditio
Hi all,
I am working on a set of modules dealing with banded matrices (aka
band matrices or band diagonal matrices). These are a certain kind
of sparse matrices where all entries are known to be 0 except close
to the main diagonal. Obviously, this condition can be exploited for
efficient storage a
