Ubuntu
cln package

cln 1.3.2-1.1 source package in Ubuntu

Changelog

cln (1.3.2-1.1) unstable; urgency=low

  * Non-maintainer upload.
  * Stop shipping .la files. Closes: #633169.
 -- Ubuntu Archive Auto-Sync <email address hidden>   Mon,  17 Oct 2011 09:12:13 +0000

Upload details

Uploaded by:
Ubuntu Archive Auto-Sync
Uploaded to:
Precise
Original maintainer:
RBK
Architectures:
any
Section:
devel
Urgency:
Low Urgency

See full publishing history Publishing

Series Pocket Published Component Section
Precise release main devel

Downloads

File Size SHA-256 Checksum
cln_1.3.2.orig.tar.gz 1.5 MiB dfe5f6d57c6e02b428f9d7541e23d59ef20945f35748945539a89b09e792a854
cln_1.3.2-1.1.diff.gz 5.9 KiB 9b9d3b101ed10046139ac59bf29c35b59d0b65a9c23c4155754e100a495b5437
cln_1.3.2-1.1.dsc 1.1 KiB 3030c0f9b95bb8c93890ef89255e731caed61ff15059f8b9395cab10fa8e4dc5

Available diffs

View changes file

Binary packages built by this source

libcln-dev: Development library for Class Library for Numbers (c++)

 CLN is a library for computations with all kinds of numbers. It has a
 rich set of number classes, including integers (with unlimited precision),
 reals with various precisions (including unlimited), rationals, complex
 numbers and polynomials. The kernel is written in assembly language.
 It uses garbage collection (automatic, without imposing any burden on the
 main application). Many efficient algorithms (i.e. for all transcendental
 functions) are implemented.
 .
 This package provides header files, a static library plus a manual.

libcln6: Class Library for Numbers (C++)

 CLN is a library for computations with all kinds of numbers. It has a
 rich set of number classes, including integers (with unlimited precision),
 reals with various precisions (including unlimited), rationals, complex
 numbers and polynomials. The kernel is written in assembly language.
 It uses garbage collection (automatic, without imposing any burden on the
 main application). Many efficient algorithms (i.e. for all transcendental
 functions) are implemented.

pi: Compute Archimedes' constant Pi to arbitrary precision

 This program computes Archimedes' constant Pi to arbitrary precision.
 It is extremely fast and the precision is only limited by your machine's
 main memory.
 .
 This is a teaser for the CLN library, to which the actual computation is
 delegated. You may use these decimal digits as random digits or search
 them for hidden messages. :-)