mpfi 1.5.1-2 source package in Ubuntu

Changelog

mpfi (1.5.1-2) unstable; urgency=low


  * Apply patch from Ubuntu fixing build for AArch64
    (closes: #727466).

 -- Laurent Fousse <email address hidden>  Wed, 13 Nov 2013 20:38:39 -0800

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Uploaded by:
Laurent Fousse
Uploaded to:
Sid
Original maintainer:
Laurent Fousse
Architectures:
any
Section:
math
Urgency:
Low Urgency

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mpfi_1.5.1-2.dsc 1.2 KiB ebb59379650e92fd2f3bbea609c9fbc6e9230a89fa345d67e8a893a8ab8a4f61
mpfi_1.5.1.orig.tar.gz 508.1 KiB ea2725c6f38ddd8f3677c9b0ce8da8f52fe69e34aa85c01fb98074dc4e3458bc
mpfi_1.5.1-2.debian.tar.gz 2.6 KiB a8b724dda13c6f2060b5d1e1469ce3e2c1dd611e341e22ddad9465e84e84b015

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Binary packages built by this source

libmpfi-dev: multiple precision floating-point interval computation library

 This package provides a C library of functions for interval arithmetic
 computations with arbitrary precision.
 .
 The basic principle of interval arithmetic consists in enclosing every number
 by an interval containing it and being representable by machine numbers: for
 instance it can be stored as its lower and upper endpoints and these bounds
 are machine numbers, or as a centre and a radius which are machine numbers.
 .
 The arithmetic operations are extended for interval operands in such a way
 that the exact result of the operation belongs to the computed interval.
 .
 The purpose of an arbitrary precision interval arithmetic is on the one hand
 to get guaranteed results, thanks to interval computation, and on the other
 hand to obtain accurate results, thanks to multiple precision arithmetic. The
 MPFI library is built upon MPFR in order to benefit from the correct roundings
 provided by MPFR. Further advantages of using MPFR are its portability and
 compliance with the IEEE 754 standard for floating-point arithmetic.

libmpfi0: multiple precision floating-point interval computation library

 This package provides a C library of functions for interval arithmetic
 computations with arbitrary precision.
 .
 The basic principle of interval arithmetic consists in enclosing every number
 by an interval containing it and being representable by machine numbers: for
 instance it can be stored as its lower and upper endpoints and these bounds
 are machine numbers, or as a centre and a radius which are machine numbers.
 .
 The arithmetic operations are extended for interval operands in such a way
 that the exact result of the operation belongs to the computed interval.
 .
 The purpose of an arbitrary precision interval arithmetic is on the one hand
 to get guaranteed results, thanks to interval computation, and on the other
 hand to obtain accurate results, thanks to multiple precision arithmetic. The
 MPFI library is built upon MPFR in order to benefit from the correct roundings
 provided by MPFR. Further advantages of using MPFR are its portability and
 compliance with the IEEE 754 standard for floating-point arithmetic.
 .
 This package provides the dynamic library.