Search results for "WIGGLY"
feature - Perl pragma to enable new features
It is usually impossible to add new syntax to Perl without breaking some existing programs. This pragma provides a way to minimize that risk. New syntactic constructs, or new semantic meanings to older constructs, can be enabled by "use feature 'foo'...
RJBS/perl-5.36.0 - 28 May 2022 00:26:10 UTC - Search in distribution
Autocache - An automatic caching framework for Perl.
This code came about as the result of attempting to refactor, simplify and extend the caching used on a rather large website. It provides a framework for configuring multiple caches at different levels, process, server, networked and allows you to de...
WIGGLY/Autocache-0.004 - 26 Sep 2010 12:17:18 UTC - Search in distribution- Autocache::Strategy - Cached data storage base class.
Java::SJ - Highly configurable Java program startup system
This module allows you to very easily run Java services that rely on complex configuration at the VM and library level. It also provides an easy way of specifying a sensible 'default' configuration that can be overridden by specific applications shou...
WIGGLY/Java-SJ-0.01 - 20 Jul 2003 18:55:20 UTC - Search in distribution- Java::SJ::Config - SJ Configuration File
- Java::SJ::Classpath - Java classpath generator
- Java::SJ::VirtualMachine - Java virtual machine
Math::PlanePath::FlowsnakeCentres - self-similar path of hexagon centres
This path is a variation of the flowsnake curve by William Gosper which follows the flowsnake tiling the same way but the centres of the hexagons instead of corners across. The result is the same overall shape, but a symmetric base figure....
KRYDE/Math-PlanePath-129 - 19 Jan 2021 06:32:01 UTC - Search in distribution- Math::PlanePath::QuintetCurve - self-similar "plus" shaped curve
- Math::PlanePath::QuintetCentres - self-similar "plus" shape centres
- Math::PlanePath::QuadricCurve - eight segment zig-zag
- 2 more results from Math-PlanePath »
Math::CatmullRom - Calculate Catmull-Rom splines
This module provides an algorithm to generate plots for Catmull-Rom splines. A Catmull-Rom spline can be considered a special type of Bezier curve that guarantees that the curve will cross every control point starting at the second point and terminat...
WIGGLY/Math-CatmullRom-0.00 - 31 Aug 2003 17:12:14 UTC - Search in distribution