# from Ken Williams
# on Wednesday 01 March 2006 07:28 pm:
>>(The lower bound is
>> rounded down toward negative infinity and the upper bound is
>> rounded up to positive infinity.) So dividing 1 by 3 could result
>> in the interval [0.333; 0.334]. If you want to learn more the best
>> p
* Eric Wilhelm <[EMAIL PROTECTED]> [2006-02-26 11:05]:
>o importable L() constructor for terse L(@array)->method(...) syntax
Or `(L @array)`. :-)
Regards,
--
#Aristotle
*AUTOLOAD=*_;sub _{s/(.*)::(.*)/print$2,(",$\/"," ")[defined wantarray]/e;$1};
&Just->another->Perl->hacker;
* Orton, Yves <[EMAIL PROTECTED]> [2006-03-02 12:20]:
>Not only that but CamelHump identifiers are considered to bad
>style in the eyes of much of the community.
So Math::Intervalarithmetic is better then? Or do you prefer
Math::Interval_arithmetic? Is DateTime bad?
CamelHump identifiers are actu
On Thu, March 2, 2006 9:19 am, Spencer Ogden said:
>>
> This type of interval is also know as a Confidence Interval.
Math::Statistics::Confidence?
Daniel T. Staal
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Ken Williams wrote:
Hi Brendan,
On Feb 26, 2006, at 6:46 PM, Brendan Leber wrote:
First I need to explain a bit about intervals. In this context an
interval is a new type of number just like a complex. Intervals are
used to represent values in calculations where the answer can not be
Title: RE: New Module Proposal - Math::Interval
> Thus, having some math background one would identify
> Math::Interval::Arithmetic (or maybe more proper,
> Math::IntervalArithmetic) at a glance in a search for "interval".
Imo the former form should be heavily preferred over the latte
On Mar 2, 2006, at 4:28, Ken Williams wrote:
Hi Brendan,
On Feb 26, 2006, at 6:46 PM, Brendan Leber wrote:
First I need to explain a bit about intervals. In this context an
interval is a new type of number just like a complex. Intervals
are used to represent values in calculations where
Title: RE: New Module Proposal - Math::Interval
Ken Williams wrote on Thursday, March 02, 2006 4:28 AM
> On Feb 26, 2006, at 6:46 PM, Brendan Leber wrote:
>
> > First I need to explain a bit about intervals. In this context an
> > interval is a new type of number just like a complex. Inte
Hi Brendan,
On Feb 26, 2006, at 6:46 PM, Brendan Leber wrote:
First I need to explain a bit about intervals. In this context an
interval is a new type of number just like a complex. Intervals
are used to represent values in calculations where the answer can
not be exactly represented. F
