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by vog
5121 days ago
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The general problem with proprietary software in sciences (not just math) is that it cuts the chain of replicability and confirmability. Unless you have the source (in a human-readable form) and have the right to compile it on your own, this is a shaky ground to rely scientifiy results on. This is not an issue if you use that software for dicovering stuff. But it is a huge problem for e.g. mathematical proofs, or statistical analysis in other fields. Note that I'm not saying that proprietary software has more bugs. But it's a problem if your result depends on using a black-box whose creators hide their implementation from you. Also, even if your may read their code, this is worthless unless you are allowed to compile your own version from that. Also note that the same issue exists with hardware, but the question whether your processor adds and multiplies correctly is on a totally different level than whether complex algorithms have been implemented correctly. |
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In reality, they make experiments more repeatable, not less. The real offender is the in-house, proprietary software developed by individual research groups. It is almost never open sourced. And it is far more likely to be riddled with bugs.
Computer experiments are just that: experiments. Any real researcher employs multiple methods to confirm their results.