Added ppl-0.10.2 build template.
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templates/ppl-devel
Symbolic link
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templates/ppl-devel
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ppl
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templates/ppl/depends
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templates/ppl/depends
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abi_depends=">=0.10.2"
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api_depends="${abi_depends}"
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templates/ppl/devel.template
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templates/ppl/devel.template
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# Template file for 'ppl-devel'.
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#
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short_desc="${short_desc} (development files)"
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long_desc="${long_desc}
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This package contains files for development, headers, static libs, etc."
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Add_dependency run ppl
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do_install()
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{
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mkdir -p ${DESTDIR}/usr/share/man/man1 ${DESTDIR}/usr/bin \
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${DESTDIR}/usr/lib
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mv ${SRCPKGDESTDIR}/usr/bin/ppl-config ${DESTDIR}/usr/bin
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mv ${SRCPKGDESTDIR}/usr/share/man/man1/ppl-config.* \
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${DESTDIR}/usr/share/man/man1
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mv ${SRCPKGDESTDIR}/usr/share/man/man3 ${DESTDIR}/usr/share/man
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mv ${SRCPKGDESTDIR}/usr/include ${DESTDIR}/usr
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mv ${SRCPKGDESTDIR}/usr/lib/*.a ${DESTDIR}/usr/lib
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mv ${SRCPKGDESTDIR}/usr/share/aclocal ${DESTDIR}/usr/share
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mv ${SRCPKGDESTDIR}/usr/share/doc ${DESTDIR}/usr/share
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}
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templates/ppl/template
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templates/ppl/template
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# Template file for 'ppl'
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pkgname=ppl
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version=0.10.2
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distfiles="http://www.cs.unipr.it/ppl/Download/ftp/releases/${version}/ppl-${version}.tar.gz"
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build_style=gnu_configure
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configure_args="--disable-rpath --enable-interfaces=c,cxx
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--with-libgmp-prefix=${XBPS_MASTERDIR}/usr
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--with-libgmpxx-prefix=${XBPS_MASTERDIR}/usr
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--with-gnu-ld --disable-debugging"
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short_desc="The Parma Polyhedra Library"
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maintainer="Juan RP <xtraeme@gmail.com>"
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checksum=d0389838575a7e003542fe996cce54bb0405f9a011424ba7384d12a634219e52
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long_desc="
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The Parma Polyhedra Library (PPL) provides numerical abstractions especially
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targeted at applications in the field of analysis and verification of complex
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systems. These abstractions include convex polyhedra, defined as the
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intersection of a finite number of (open or closed) halfspaces, each
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described by a linear inequality (strict or non-strict) with rational
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coefficients; some special classes of polyhedra shapes that offer interesting
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complexity/precision tradeoffs; and grids which represent regularly spaced
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points that satisfy a set of linear congruence relations. The library also
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supports finite powersets and products of (any kind of) polyhedra and grids
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and a mixed integer linear programming problem solver using an
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exact-arithmetic version of the simplex algorithm."
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base_chroot=yes
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subpackages="devel"
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Add_dependency run glibc
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Add_dependency run gcc-libstdc++
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Add_dependency full gmp ">=4.3.1_1"
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