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DAGs

Full identifier: http://purl.org/np/RAXJb2l_4dzlyGAnBHPvTKuQZ_5uNj-0Fx-Kx3id6ukU4#DAGs

Assigned to 3 classes:

Described in 1 nanopublication:

Minted in Nanopublication

 Directed Acyclic Graphs FER Metadata-data-linkin... comment approve/disapprove edit as derived nanopublication create new with same template

This is a local identifier minted within the nanopublication. http://purl.org/np/RAXJb2l_4d...#DAGs
DAGs
http://www.w3.org/2000/01/rdf-schema#label is called (this is a literal)
"Directed Acyclic Graphs"
.
This is the identifier for this whole nanopublication. http://purl.org/np/RAXJb2l_4d... This nanopublication date and time when the nanopublication was created http://purl.org/dc/terms/created was created on (this is a literal)
"2023-04-29T19:48:29.853Z"
(xsd:dateTime) .
This is the identifier for this whole nanopublication. http://purl.org/np/RAXJb2l_4d... This nanopublication links to the assertion template that was used to create this nanopublication https://w3id.org/np/o/ntemplate/wasCreatedFromTemplate was created from the assertion template http://purl.org/np/RA73A2rqz2...
RA73A2rqz2
.
This is the identifier for this whole nanopublication. http://purl.org/np/RAXJb2l_4d... This nanopublication links to the provenance template that was used to create this nanopublication https://w3id.org/np/o/ntemplate/wasCreatedFromProvenanceTemplate was created from the provenance template http://purl.org/np/RANwQa4ICW...
RANwQa4ICW
.
This is the identifier for this whole nanopublication. http://purl.org/np/RAXJb2l_4d... This nanopublication links to the publication info template that was used to create this nanopublication https://w3id.org/np/o/ntemplate/wasCreatedFromPubinfoTemplate was created from the publication info template http://purl.org/np/RAA2MfqdBC...
RAA2MfqdBC
.
This is the identifier for this whole nanopublication. http://purl.org/np/RAXJb2l_4d... This nanopublication links to the publication info template that was used to create this nanopublication https://w3id.org/np/o/ntemplate/wasCreatedFromPubinfoTemplate was created from the publication info template http://purl.org/np/RA_R5w4lZ-...
RA_R5w4lZ-
.
This is the identifier for this whole nanopublication. http://purl.org/np/RAXJb2l_4d... This nanopublication the nanopublication consists of an introduction of the given resource http://purl.org/nanopub/x/introduces introduces This is a local identifier minted within the nanopublication. http://purl.org/np/RAXJb2l_4d...#DAGs
DAGs
.
This is a local identifier minted within the nanopublication. http://purl.org/np/RAXJb2l_4d...#sig
sig
http://purl.org/nanopub/x/hasSignatureTarget has as target This is the identifier for this whole nanopublication. http://purl.org/np/RAXJb2l_4d... this nanopublication .
This is a local identifier minted within the nanopublication. http://purl.org/np/RAXJb2l_4d...#sig
sig
http://purl.org/nanopub/x/hasAlgorithm has the algorithm (this is a literal)
"RSA"
.

Erik Van Winkle, 29 Apr 2023, 19:48:29 UTC

References

Nanopublication Part Subject Predicate Object Published By Published On
links a nanopublication to its assertion http://www.nanopub.org/nschema#hasAssertion assertion
DAGs
Erik Van Winkle
2023-04-29T19:48:29.853Z
links a nanopublication to its assertion http://www.nanopub.org/nschema#hasAssertion assertion
DAGs
Erik Van Winkle
2023-04-29T19:48:29.853Z
links a nanopublication to its assertion http://www.nanopub.org/nschema#hasAssertion assertion
DAGs
Erik Van Winkle
2023-04-29T19:48:29.853Z
links a nanopublication to its assertion http://www.nanopub.org/nschema#hasAssertion assertion
DAGs
Directed Acyclic Graphs
Erik Van Winkle
2023-04-29T19:48:29.853Z
links a nanopublication to its assertion http://www.nanopub.org/nschema#hasAssertion assertion
DAGs
Erik Van Winkle
2023-04-29T19:48:29.853Z
links a nanopublication to its assertion http://www.nanopub.org/nschema#hasAssertion assertion
DAGs
A directed acyclic graph (DAG) is an acyclic graph that consists of vertices and edges (also called arcs), with each edge directed from one vertex to another, such that following those directions will never form a closed loop. A path in a DAG is a sequence of edges having the property that the ending vertex of each edge in the sequence is the same as the starting vertex of the next edge in the sequence; a path forms a cycle if the starting vertex of its first edge equals the ending vertex of its last edge
Erik Van Winkle
2023-04-29T19:48:29.853Z
links a nanopublication to its pubinfo http://www.nanopub.org/nschema#hasPublicationInfo pubinfo
DAGs
Erik Van Winkle
2023-04-29T19:48:29.853Z

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