|
causally downstream of
|
RO_0002404 |
[inverse of upstream of] |
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causally downstream of or within
|
RO_0002427 |
[inverse of causally upstream of or within] |
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causally influenced by
|
RO_0002559 |
|
|
causally influences
|
RO_0002566 |
[The entity or characteristic A is causally upstream of the entity or characteristic B, A having an effect on B. An entity corresponds to any biological type of entity as long as a mass is measurable. A characteristic corresponds to a particular specificity of an entity (e.g., phenotype, shape, size).] |
|
causally related to
|
RO_0002410 |
[This relation groups causal relations between material entities and causal relations between processes] |
|
causally upstream of
|
RO_0002411 |
[p is causally upstream of q if and only if p precedes q and p and q are linked in a causal chain] |
|
causally upstream of or within
|
RO_0002418 |
[p 'causally upstream or within' q iff (1) the end of p is before the end of q and (2) the execution of p exerts some causal influence over the outputs of q; i.e. if p was abolished or the outputs of p were to be modified, this would necessarily affect q.] |
|
causally upstream of or within, negative effect
|
RO_0004046 |
|
|
causally upstream of or within, positive effect
|
RO_0004047 |
|
|
causally upstream of, negative effect
|
RO_0002305 |
|
|
causally upstream of, positive effect
|
RO_0002304 |
|
|
channel for
|
channel_for |
|
|
channels_from
|
channels_from |
|
|
channels_into
|
channels_into |
|
|
characteristic of
|
RO_0000052 |
[a relation between a specifically dependent continuant (the dependent) and an independent continuant (the bearer), in which the dependent specifically depends on the bearer for its existence, a relation between a specifically dependent continuant (the characteristic) and any other entity (the bearer), in which the characteristic depends on the bearer for its existence.] |
|
characteristic of part of
|
RO_0002314 |
[q characteristic of part of w if and only if there exists some p such that q inheres in p and p part of w., q inheres in part of w if and only if there exists some p such that q inheres in p and p part of w.] |
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charge
|
charge |
|
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citesAsAuthority
|
citesAsAuthority |
|
|
closeMatch
|
closeMatch |
|
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comment
|
comment |
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