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author | Boud Roukema <boud@cosmo.torun.pl> | 2020-04-19 17:52:41 +0200 |
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committer | Boud Roukema <boud@cosmo.torun.pl> | 2020-04-19 17:52:41 +0200 |
commit | 22f380a646c23a13d1a7443633bb35e39ce8f111 (patch) | |
tree | 374c979905776ef98741bd482d2ad7cef9640071 | |
parent | e8eef373e3b96cdd41f6fd03edf8b0b58bfa6ee2 (diff) |
Principles - P7 FOSS
Reduction by 15 words.
-rw-r--r-- | paper.tex | 10 |
1 files changed, 5 insertions, 5 deletions
@@ -282,13 +282,13 @@ IPOL is thus not scalable to large projects, which commonly involve dozens of hi \item \label{principle:freesoftware}\textbf{Free and open source software:} Technically, reproducibility (defined in \ref{definition:reproduction}) is possible with non-free or non-open-source software (a black box). - This principle is thus necessary to complement the definition of reproducibility and has many advantages which are critical to the sciences and to industry: - 1) The lineage, and its optimization, can be traced down to the internal algorithm in the software's source. - 2) A free software package that may not execute on a particular piece hardware can be modified to work on it. - 3) A non-free software project typically cannot be distributed by others, making the whole community reliant only on the owner's server (even if the proprietary software does not ask for payments). + This principle is thus necessary to characterize the many advantages that are critical to the sciences and to industry: + 1) The lineage, and its optimization, can be traced to the internal algorithm in the software's source. + 2) A free-software package that does not execute on particular hardware can be modified to work on it. + 3) A non-free software project typically cannot be distributed by others, making the whole community reliant on the owner's server (even if the owner does not ask for payments). \emph{Comparison with existing:} The existing solutions listed above are all free software. - There are non-free solutions, but we do not consider them here because of this principle. + Based on this principle, we do not consider non-free solutions here. \end{enumerate} |