Instances
The instances for the paper are provided as a tar archive of files that have
been individually compressed with xz
.
wget https://research.ics.aalto.fi/software/asp/bench/Boosting2019.tar
tar xf Boosting2019.tar
Programs
-
Downloading a prebuilt binary of
clasp 3.3.3
for linux.wget https://github.com/potassco/clingo/releases/download/v5.2.2/clingo-5.2.2-linux-x86_64.tar.gz tar xf clingo-5.2.2-linux-x86_64.tar.gz cp clingo-5.2.2-linux-x86_64/clasp .
The program pbtranslate
is on github
here.
It is written in
the programming language
Crystal.
As of this writing, the use of Crystal implies that pbtranslate
may only work
on Linux and MacOS.
The following are two alternative ways to obtain a binary of pbtranslate
.
-
Downloading a prebuilt binary of
pbtranslate 0.2.0
for linux.wget https://github.com/jbomanson/pbtranslate/releases/download/0.2.0/pbtranslate chmod +x pbtranslate
-
NOTE: To be precise, In the paper, an earlier version was used corresponding to commit 196bee8 (2018-04-04) and it was compiled with an earlier version of Crystal. The changes since then only aim at making pbtranslate and its specs compile with Crystal 0.27.2, and therefore should not make a difference in the results.
-
-
Downloading and compiling
pbtranslate 0.2.0
from source. This requirescrystal
to be installed. Version 0.27.2 ofcrystal
should work.git clone https://github.com/jbomanson/pbtranslate cd pbtranslate git checkout 0.2.0 crystal build --release main.cr -o pbtranslate
In either case, the version reported by ./pbtranslate version
should match PBTranslate 0.2.0 [08f4bc8] (2019-02-12)
.
Note
|
Use of crystal build --release would in general be preferrable, but
presently it does not work correctly when compiling pbtranslate .
|
Systems
The systems in the paper correspond to the following pipelines. In the paper, only the CPU times for the last solving stage were recorded.
\(\text{usc}\) |
|
\(\text{clasp}/L_{0}\) |
|
\(L_{4}\) |
|
\(L_{8}\) |
|
\(L_{8}W_{\text{--}}\) |
|
\(L_{16}\) |
|
\(L_{32}\) |
|
\(\text{F}/L_{\infty}/W_{1}\) |
|
\(W_{4}\) |
|
\(W_{8}\) |
|
\(W_{16}\) |
|
\(W_{32}\) |
|
\(W_{\\infty}\) |
|
\(W_{\text{--}}\) |
|