ProbOnto, is an ontology-based knowledge base of probability distributions, featuring uni- and multivariate distributions with their defining functions, characteristics, relationships and reparameterisation formulae. It can be used for annotation of models, facilitating the encoding of distribution-based models, related functions and quantities.

Prefix

probonto

Keywords

computational biology mathematics statistics systems biology

Version

2.5.0

Links

Homepage Repository RDF

Contact

Pierre Grenon   0000-0003-4614-562X   pgrenon

Pattern for Local Unique Identifiers

Local identifiers in Probability Distribution Ontology should match this regular expression:
^(c|k)\d{7}$

Example Local Unique Identifiers

c0000005   Resolve
k0001285   Resolve

Pattern for CURIES

Compact URIs (CURIEs) constructed from Probability Distribution Ontology should match this regular expression:
^probonto:(c|k)\d{7}$

Example CURIEs

probonto:c0000005
probonto:k0001285

Namespace Embedded in LUI

This resource has been annotated by the Bioregistry as having a potential namespace embedded in LUI. This means that you may see local unique identifiers that include a redundant prefix and delimiter (also known as a banana) and therefore look like a CURIE. For Probability Distribution Ontology, the banana looks like PROB_. Therefore, you may see local unique identifiers for this resource that look like PROB_c0000005 (instead of the canonical form c0000005) and CURIEs for this resource that look like probonto:PROB_c0000005 (instead of the canonical form probonto:c0000005). The Bioregistry will automatically strip off the banana when standardizing local unique identifiers and CURIEs.

Publications

2016 ProbOnto: ontology and knowledge base of probability distributions

The metaregistry provides mappings between the Bioregistry and other registries. There are 5 mappings to external registries for this resource with 2 unique external prefixes.

A provider turns a local unique identifiers from a resource into a URI. Many providers are also resolvable as URLs (i.e., they can be used in a web browser).

The local unique identifier c0000005 is used to demonstrate the providers available for Probability Distribution Ontology. A guide for curating additional providers can be found here.