Dimitry's FReD library review looks to have been a success. (Not sure if
voting is technically over but it doesn't exactly look like it's going to come
down to the wire.) Congratulations, Dimitry. What's next in the review
queue? From my memory of previous times we've had this discussion, thing
Den 27-10-2011 22:11, dsimcha skrev:
Dimitry's FReD library review looks to have been a success. (Not sure if
voting is technically over but it doesn't exactly look like it's going to come
down to the wire.) Congratulations, Dimitry. What's next in the review
queue? From my memory of previous
dsimcha Wrote:
> Dimitry's FReD library review looks to have been a success. (Not sure if
> voting is technically over but it doesn't exactly look like it's going to come
> down to the wire.) Congratulations, Dimitry. What's next in the review
> queue? From my memory of previous times we've ha
On 10/27/2011 5:55 PM, Jesse Phillips wrote:
dsimcha Wrote:
Dimitry's FReD library review looks to have been a success. (Not sure if
voting is technically over but it doesn't exactly look like it's going to come
down to the wire.) Congratulations, Dimitry. What's next in the review
queue? F
On Thu, Oct 27, 2011 at 1:11 PM, dsimcha wrote:
> Dimitry's FReD library review looks to have been a success. (Not sure if
> voting is technically over but it doesn't exactly look like it's going to come
> down to the wire.) Congratulations, Dimitry. What's next in the review
> queue? From my
Dimitry's FReD library review looks to have been a success.
What about the other GSoC projects, esp. the linear algebra stuff?
On 10/27/2011 7:14 PM, Trass3r wrote:
Dimitry's FReD library review looks to have been a success.
What about the other GSoC projects, esp. the linear algebra stuff?
David Nadlinger's Thrift project can't go into Phobos because of
licensing IIUC and probably doesn't belong in a standard libra
On Thu, 27 Oct 2011 18:21:38 -0400, dsimcha wrote:
> I'll do review manager for this. I've wanted a decent CSV library in
> Phobos for a while and the only reason I didn't write it myself is
> because you beat me to it. Let me know when you're ready to officially
> get started.
Ok, I've done my
On 2011-10-27 22:11, dsimcha wrote:
Dimitry's FReD library review looks to have been a success. (Not sure if
voting is technically over but it doesn't exactly look like it's going to come
down to the wire.) Congratulations, Dimitry. What's next in the review
queue? From my memory of previous
On 10/27/11 6:53 PM, dsimcha wrote:
On 10/27/2011 7:14 PM, Trass3r wrote:
Dimitry's FReD library review looks to have been a success.
What about the other GSoC projects, esp. the linear algebra stuff?
David Nadlinger's Thrift project can't go into Phobos because of
licensing IIUC and probabl
On 10/29/2011 2:03 AM, Andrei Alexandrescu wrote:
On 10/27/11 6:53 PM, dsimcha wrote:
On 10/27/2011 7:14 PM, Trass3r wrote:
Dimitry's FReD library review looks to have been a success.
What about the other GSoC projects, esp. the linear algebra stuff?
David Nadlinger's Thrift project can't g
On 10/29/11 9:21 AM, dsimcha wrote:
On 10/29/2011 2:03 AM, Andrei Alexandrescu wrote:
On 10/27/11 6:53 PM, dsimcha wrote:
On 10/27/2011 7:14 PM, Trass3r wrote:
Dimitry's FReD library review looks to have been a success.
What about the other GSoC projects, esp. the linear algebra stuff?
Dav
On Saturday, October 29, 2011 10:21:39 dsimcha wrote:
> On 10/29/2011 2:03 AM, Andrei Alexandrescu wrote:
> > On 10/27/11 6:53 PM, dsimcha wrote:
> >> On 10/27/2011 7:14 PM, Trass3r wrote:
> Dimitry's FReD library review looks to have been a success.
> >>>
> >>> What about the other GSoC proj
On 10/29/2011 10:59 AM, Andrei Alexandrescu wrote:
I understand. The way I see it, if SciD can't be considered functional
without triangular and symmetric matrices, then we counted an unfinished
project as successfully completed. This is an imperfection of our GSoC
planning and scrutiny process t
On 10/29/11 10:24 AM, dsimcha wrote:
On 10/29/2011 10:59 AM, Andrei Alexandrescu wrote:
I understand. The way I see it, if SciD can't be considered functional
without triangular and symmetric matrices, then we counted an unfinished
project as successfully completed. This is an imperfection of ou
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