svn commit: r468411 - head/math/spblas
Dmitry Marakasov
amdmi3 at FreeBSD.org
Fri Apr 27 09:33:51 UTC 2018
Author: amdmi3
Date: Fri Apr 27 09:33:50 2018
New Revision: 468411
URL: https://svnweb.freebsd.org/changeset/ports/468411
Log:
- Add LICENSE
- Switch to options helpers
- Update WWW
- Unsilence installation commands
Modified:
head/math/spblas/Makefile
head/math/spblas/pkg-descr
Modified: head/math/spblas/Makefile
==============================================================================
--- head/math/spblas/Makefile Fri Apr 27 09:03:49 2018 (r468410)
+++ head/math/spblas/Makefile Fri Apr 27 09:33:50 2018 (r468411)
@@ -11,6 +11,8 @@ DISTFILES= nist_spblas_${DISTVERSION}.zip:1
MAINTAINER= ports at FreeBSD.org
COMMENT= NIST Sparse Basic Linear Algebra Subprograms (BLAS)
+LICENSE= PD
+
USES= dos2unix uidfix zip
USE_GCC= yes
USE_LDCONFIG= yes
@@ -63,14 +65,14 @@ post-extract:
post-install:
@${MKDIR} ${STAGEDIR}${PREFIX}/${HDIR}
- @cd ${WRKSRC}; ${INSTALL_DATA} ${HEADERS} ${STAGEDIR}${PREFIX}/${HDIR}
-.if ${PORT_OPTIONS:MDOCS}
+ cd ${WRKSRC} && ${INSTALL_DATA} ${HEADERS} ${STAGEDIR}${PREFIX}/${HDIR}
+
+post-install-DOCS-on:
@${MKDIR} ${STAGEDIR}${DOCSDIR}
- @${INSTALL_DATA} ${DISTDIR}/${DIST_SUBDIR}/${PORTDOCS} ${STAGEDIR}${DOCSDIR}
-.endif
-.if ${PORT_OPTIONS:MEXAMPLES}
+ ${INSTALL_DATA} ${DISTDIR}/${DIST_SUBDIR}/${PORTDOCS} ${STAGEDIR}${DOCSDIR}
+
+post-install-EXAMPLES-on:
@${MKDIR} ${STAGEDIR}${EXAMPLESDIR}
- @cd ${WRKSRC}; ${INSTALL_DATA} ${PORTEXAMPLES} ${STAGEDIR}${EXAMPLESDIR}
-.endif
+ cd ${WRKSRC} && ${INSTALL_DATA} ${PORTEXAMPLES} ${STAGEDIR}${EXAMPLESDIR}
.include <bsd.port.mk>
Modified: head/math/spblas/pkg-descr
==============================================================================
--- head/math/spblas/pkg-descr Fri Apr 27 09:03:49 2018 (r468410)
+++ head/math/spblas/pkg-descr Fri Apr 27 09:33:50 2018 (r468411)
@@ -6,4 +6,4 @@ for complex arithmetic and templates to facilitate to
precision codes.) The library includes support for all four precision types
(single, double precision, real, and complex) and Level 1, 2, and 3 operations.
-WWW: http://math.nist.gov/spblas/
+WWW: https://math.nist.gov/spblas/
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