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gnu: Add brial.

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* gnu/packages/sagemath.scm (brial): New variable.
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Andreas Enge 2019-06-19 23:57:49 +02:00
parent 37edfb0f1c
commit a1dcaacb7b
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gnu/packages/sagemath.scm
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@ -27,7 +27,9 @@
#:use-module (gnu packages algebra) #:use-module (gnu packages algebra)
#:use-module (gnu packages autotools) #:use-module (gnu packages autotools)
#:use-module (gnu packages bdw-gc) #:use-module (gnu packages bdw-gc)
#:use-module (gnu packages boost)
#:use-module (gnu packages compression) #:use-module (gnu packages compression)
#:use-module (gnu packages image)
#:use-module (gnu packages multiprecision) #:use-module (gnu packages multiprecision)
#:use-module (gnu packages pkg-config) #:use-module (gnu packages pkg-config)
#:use-module (gnu packages python) #:use-module (gnu packages python)
@ -313,3 +315,41 @@ on numerical types, while GiNaC depends on CLN for this purpose.")
coefficients of which are modular integers.") coefficients of which are modular integers.")
(license (list license:gpl2 license:gpl3)) ; dual licensed (license (list license:gpl2 license:gpl3)) ; dual licensed
(home-page "https://gitlab.com/sagemath/zn_poly"))) (home-page "https://gitlab.com/sagemath/zn_poly")))
(define-public brial
(package
(name "brial")
(version "1.2.5")
(source
(origin
(method git-fetch)
(uri (git-reference
(url "https://github.com/BRiAl/BRiAl/")
(commit version)))
(file-name (git-file-name name version))
(sha256
(base32
"1nv56fp3brpzanxj7vwvxqdafqfsfhdgq5imr3m94psw5gdfqwja"))))
(build-system gnu-build-system)
(native-inputs
`(("autoconf" ,autoconf)
("automake" ,automake)
("libtool" ,libtool)
("pkg-config" ,pkg-config)))
(inputs
`(("boost" ,boost)
("libpng" ,libpng)
("m4ri" ,m4ri)))
(arguments
;; We are missing the boost unit test framework.
`(#:tests? #f
#:configure-flags (list "--without-boost-unit-test-framework")))
(synopsis "Arithmetic of polynomials over boolean rings")
(description "BRiAl is the successor to PolyBoRi maintained by the
Sage community. Its core is a C++ library, which provides high-level data
types for Boolean polynomials and monomials, exponent vectors, as well as
for the underlying polynomial rings and subsets of the powerset of the
Boolean variables. As a unique approach, binary decision diagrams are
used as internal storage type for polynomial structures.")
(license license:gpl2+)
(home-page "https://gitlab.com/sagemath/zn_poly")))