CHAracterisation MEthodology Ontology

Last uploaded: October 27, 2023
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Preferred Name

MathematicalFormula

Definitions

A mathematical string that express a relation between the elements in one set X to elements in another set Y. The set X is called domain and the set Y range or codomain.

ID

http://emmo.info/emmo#EMMO_88470739_03d3_4c47_a03e_b30a1288d50c

comment

A mathematical string that express a relation between the elements in one set X to elements in another set Y.

The set X is called domain and the set Y range or codomain.

EMMO_967080e5_2f42_4eb2_a3a9_c58143e835f9

A mathematical string that express a relation between the elements in one set X to elements in another set Y.

prefixIRI

emmo:EMMO_88470739_03d3_4c47_a03e_b30a1288d50c

EMMO_88470739_03d3_4c47_a03e_b30a1288d50c

prefLabel

MathematicalFormula

subClassOf

http://emmo.info/emmo#EMMO_54ee6b5e_5261_44a8_86eb_5717e7fdb9d0

http://emmo.info/emmo#EMMO_89a0c87c_0804_4013_937a_6fe234d9499c

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Portal mappings

Mapping To Ontology Relations Source Type Actions
http://emmo.info/emmo/middle/math#EMMO_88470739_03d3_4c47_a03e_b30a1288d50c https://data.industryportal.enit.fr/ontologies/EMMO-MECH-TEST LOOM Inter-portal
http://emmo.info/emmo#EMMO_88470739_03d3_4c47_a03e_b30a1288d50c https://data.industryportal.enit.fr/ontologies/EMMO LOOM Inter-portal
http://emmo.info/emmo#EMMO_88470739_03d3_4c47_a03e_b30a1288d50c https://data.industryportal.enit.fr/ontologies/EMMO SAME_URI Inter-portal
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