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-rw-r--r--sci-mathematics/z3/Manifest2
-rw-r--r--sci-mathematics/z3/metadata.xml18
2 files changed, 19 insertions, 1 deletions
diff --git a/sci-mathematics/z3/Manifest b/sci-mathematics/z3/Manifest
index 965b0a1fb993..a3edce1f0378 100644
--- a/sci-mathematics/z3/Manifest
+++ b/sci-mathematics/z3/Manifest
@@ -1,3 +1,3 @@
DIST z3-4.11.2.tar.gz 5428273 BLAKE2B 85fe5b94c5bfaeaca5b1dfe42fe9763a278c414955a9aed45abbb3e60c366a86bcdcd7c3bdcf27cc67bc10c76700069d548cb1e27ccf3286c8c6eccfa9d492d1 SHA512 be2573d38c0e50b46fcb025d50335e016769fdeab3c26f5dc2a13102fae889d23039258ea8d38de3f53daa4cf073704d8639ac291e781a74633194adedaae21a
EBUILD z3-4.11.2.ebuild 2598 BLAKE2B a7ed4afbff24bf7f001fd883f9844f8fe837ff4623499475199b3eca33dc52d57490c61820bf22ff27b72044d51bd53cd6f36203aaac2c41b37d807e15e0f1b7 SHA512 233c06d48697b3795c3e071703d16458c688773d9523fe5b8b16efba315a67efd03d5b6ac478611dbdde6d8e7e28af72db39a26cbebf45341873d4aa192db84f
-MISC metadata.xml 617 BLAKE2B f940ac3d7c159dadf4398164b749eaded84c12af5553a154d97fd9bfb939c72e3122e08e11c1c9764514f59a87695534daff6628bd15be4de834c7cfdb65d7f9 SHA512 758df481a60606de12c5a450162ee89fd2f68f842675b3bf280f024fcd61232228476ac889e60c09e42ebae01ad855b32ad77793ba7fa5714861ccc5ca52bfc7
+MISC metadata.xml 1800 BLAKE2B 26b4fd829e8daf66cfb19f61afffe9535099260732b3856c400881e68dbc4c2ffe88ff57f3a23449a2259696f23969c6502d4f3432b9cafc2e89e99167c94b90 SHA512 92f05bb1617630c16801ae5ea4215436c4d5dde6890d1a9e90c81f8ce1cddf101b73e016d1ec67eb41ccb4b59753547e6d08ac6a70a5b2d3dc792dc9fba13166
diff --git a/sci-mathematics/z3/metadata.xml b/sci-mathematics/z3/metadata.xml
index b0bebabc397e..5ab7254e6517 100644
--- a/sci-mathematics/z3/metadata.xml
+++ b/sci-mathematics/z3/metadata.xml
@@ -11,11 +11,29 @@
<email>sci@gentoo.org</email>
<name>Gentoo Science Project</name>
</maintainer>
+ <longdescription>
+ Z3 is an efficient Satisfiability Modulo Theories (SMT) solver from
+ Microsoft Research. Z3 is a solver for symbolic logic, a foundation for
+ many software engineering tools. SMT solvers rely on a tight integration of
+ specialized engines of proof. Each engine owns a piece of the global puzzle
+ and implements specialized algorithms. For example, Z3’s engine for
+ arithmetic integrates Simplex, cuts and polynomial reasoning, while an
+ engine for strings are regular expressions integrate methods for symbolic
+ derivatives of regular languages. A theme shared among many of the
+ algorithms is how they exploit a duality between finding satisfying
+ solutions and finding refutation proofs. The solver also integrates engines
+ for global and local inferences and global propagation. Z3 is used in a
+ wide range of software engineering applications, ranging from program
+ verification, compiler validation, testing, fuzzing using dynamic symbolic
+ execution, model-based software development, network verification, and
+ optimization.
+ </longdescription>
<use>
<flag name="isabelle">Add integration support for the Isabelle/HOL
theorem prover.</flag>
</use>
<upstream>
+ <bugs-to>https://github.com/Z3Prover/z3/issues/</bugs-to>
<remote-id type="github">Z3Prover/z3</remote-id>
</upstream>
</pkgmetadata>