Domain Mechanical Testing

Last uploaded: July 13, 2022
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Preferred Name

Equation

Definitions

An equation with variables can always be represented as: f(v0, v1, ..., vn) = g(v0, v1, ..., vn) where f is the left hand and g the right hand side expressions and v0, v1, ..., vn are the variables. The class of 'mathematical'-s that stand for a statement of equality between two mathematical expressions. 2+3 = 5 x^2 +3x = 5x dv/dt = a sin(x) = y

ID

http://emmo.info/emmo/middle/math#EMMO_e56ee3eb_7609_4ae1_8bed_51974f0960a6

comment

An equation with variables can always be represented as: f(v0, v1, ..., vn) = g(v0, v1, ..., vn) where f is the left hand and g the right hand side expressions and v0, v1, ..., vn are the variables.

The class of 'mathematical'-s that stand for a statement of equality between two mathematical expressions.

2+3 = 5 x^2 +3x = 5x dv/dt = a sin(x) = y

EMMO_967080e5_2f42_4eb2_a3a9_c58143e835f9

The class of 'mathematical'-s that stand for a statement of equality between two mathematical expressions.

EMMO_b432d2d5_25f4_4165_99c5_5935a7763c1a

2+3 = 5 x^2 +3x = 5x dv/dt = a sin(x) = y

prefixIRI

EMMO_e56ee3eb_7609_4ae1_8bed_51974f0960a6

prefLabel

Equation

subClassOf

http://emmo.info/emmo/middle/math#EMMO_88470739_03d3_4c47_a03e_b30a1288d50c

http://emmo.info/emmo/middle/math#EMMO_54ee6b5e_5261_44a8_86eb_5717e7fdb9d0

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Portal mappings

Mapping To Ontology Relations Source Type Actions
https://alexdonkers.github.io/bao#Equation https://data.industryportal.enit.fr/ontologies/BAO LOOM Inter-portal
https://ontohub.org/scheduling-ontology-network/ISA88O#Equation https://data.industryportal.enit.fr/ontologies/SRO LOOM Inter-portal
http://emmo.info/emmo#EMMO_e56ee3eb_7609_4ae1_8bed_51974f0960a6 https://data.industryportal.enit.fr/ontologies/CHAMEO LOOM Inter-portal
http://emmo.info/emmo#EMMO_e56ee3eb_7609_4ae1_8bed_51974f0960a6 https://data.industryportal.enit.fr/ontologies/CHAMEO LOOM Inter-portal
http://emmo.info/emmo#EMMO_e56ee3eb_7609_4ae1_8bed_51974f0960a6 https://data.industryportal.enit.fr/ontologies/CHAMEO LOOM Inter-portal
http://emmo.info/emmo#EMMO_e56ee3eb_7609_4ae1_8bed_51974f0960a6 https://data.industryportal.enit.fr/ontologies/CHAMEO LOOM Inter-portal
http://emmo.info/emmo#EMMO_e56ee3eb_7609_4ae1_8bed_51974f0960a6 https://data.industryportal.enit.fr/ontologies/EMMO LOOM Inter-portal
https://w3id.org/emmo#Equation https://data.industryportal.enit.fr/ontologies/BTO-EMMO LOOM Inter-portal
https://w3id.org/emmo#Equation https://data.industryportal.enit.fr/ontologies/BTO LOOM Inter-portal
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