judy 1.0.5-1ubuntu1 source package in Ubuntu

Changelog

judy (1.0.5-1ubuntu1) trusty; urgency=medium

  * Use autotools-dev to update config.{sub,guess} for new arches.
 -- Logan Rosen <email address hidden>   Sun, 22 Dec 2013 00:58:35 -0500

Upload details

Uploaded by:
Logan Rosen
Uploaded to:
Trusty
Original maintainer:
Ubuntu Developers
Architectures:
any
Section:
libs
Urgency:
Medium Urgency

See full publishing history Publishing

Series Pocket Published Component Section
Trusty release universe libs

Downloads

File Size SHA-256 Checksum
judy_1.0.5.orig.tar.gz 1.1 MiB d2704089f85fdb6f2cd7e77be21170ced4b4375c03ef1ad4cf1075bd414a63eb
judy_1.0.5-1ubuntu1.diff.gz 4.0 KiB b2e92f047cd9dea7289ff5df7d6644b960da16a51482772b9504c98f21421b32
judy_1.0.5-1ubuntu1.dsc 1.4 KiB 67f505d2bb58f25e37be6a8fe1e3b01c689421d3cfb9d061d94417693da50647

Available diffs

View changes file

Binary packages built by this source

libjudy-dev: No summary available for libjudy-dev in ubuntu utopic.

No description available for libjudy-dev in ubuntu utopic.

libjudydebian1: C library for creating and accessing dynamic arrays

 Judy is a C library that implements a dynamic array. Empty Judy arrays are
 declared with null pointers. A Judy array consumes memory only when
 populated yet can grow to take advantage of all available memory. Judy's key
 benefits are: scalability, performance, memory efficiency, and ease of use.
 Judy arrays are designed to grow without tuning into the peta-element range,
 scaling near O(log-base-256).
 .
 Judy arrays are accessed with insert, retrieve, and delete calls for number
 or string indexes. Configuration and tuning are not required -- in fact not
 possible. Judy offers sorting, counting, and neighbor/empty searching.
 Indexes can be sequential, clustered, periodic, or random -- it doesn't
 matter to the algorithm. Judy arrays can be arranged hierarchically to
 handle any bit patterns -- large indexes, sets of keys, etc.
 .
 Judy is often an improvement over common data structures such as: arrays,
 sparse arrays, hash tables, B-trees, binary trees, linear lists, skiplists,
 other sort and search algorithms, and counting functions.