sig

Full identifier: https://w3id.org/fair/icc/np/F3-Explanation/RAchTs0MEUn_OAI4vFFkD5EAF0MjCIP_eJ5e2pyLWKj4U#sig

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Minted in Nanopublication

 RAchTs0MEU comment approve/disapprove edit as derived nanopublication

https://w3id.org/fair/icc/terms/F3-Explanation F3-Explanation http://www.w3.org/2000/01/rdf-schema#comment comment (this is a literal) "Principle F3 states that any description of a digital resource must contain the identifier of that resource being described. For instance, the description of a computational workflow, should explicitly contain the identifier for that workflow in a manner that is unambiguous. This is especially important where the resource and its metadata are stored independently, but persistently linked, which is generally considered good practice in FAIR. The purpose of this principle is twofold. First, it is perhaps trivial to say that a descriptor should explicitly say what object it is describing; however, there is a second, less-obvious reason for this principle. Many digital objects (such as workflows, as mentioned above) have well-defined structures that may disallow the addition of new fields, including fields that could point to the metadata about that digital object. Therefore, if you have one of these digital objects in-hand, the only way to discover its metadata is through a search using the identifier of that digital object. Thus, by requiring that a metadata descriptor contains the identifier of the thing being described, that identifier may then successfully be used as the search term to discover its metadata record." .
This is the identifier for this whole nanopublication. https://w3id.org/fair/icc/np/F3-Explanation/RAchTs0MEU... This nanopublication date and time when the nanopublication was created http://purl.org/dc/terms/created was created on (this is a literal) "2019-11-22T18:41:24.945+01:00" .
This is a local identifier minted within the nanopublication. https://w3id.org/fair/icc/np/F3-Explanation/RAchTs0MEU...#sig sig http://purl.org/nanopub/x/hasAlgorithm has the algorithm (this is a literal) "RSA" .

Tobias Kuhn, 22 Nov 2019, 17:41:24 UTC

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