The name of this superfamily has been modified since the most recent official CATH+ release (v4_3_0). At the point of the last release, this superfamily was named:
"NADH Oxidase
".
FunFam 8: Putative NAD(P)H nitroreductase
Please note: GO annotations are assigned to the full protein sequence rather than individual protein domains. Since a given protein can contain multiple domains, it is possible that some of the annotations below come from additional domains that occur in the same protein, but have been classified elsewhere in CATH.
There are 2 GO terms relating to "molecular function"
The search results have been sorted with the annotations that are found most frequently at the top of the
list. The results can be filtered by typing text into the search box at the top of the table.
| GO Term | Annotations | Evidence |
|---|---|---|
|
Identical protein binding GO:0042802
Interacting selectively and non-covalently with an identical protein or proteins.
|
14 |
Q7BGI8 (/IPI)
Q7BGI8 (/IPI)
Q7BGI8 (/IPI)
Q7BGI8 (/IPI)
Q7BGI8 (/IPI)
Q7BGI8 (/IPI)
Q7BGI8 (/IPI)
Q7BGI8 (/IPI)
Q7BGI8 (/IPI)
Q7BGI8 (/IPI)
(4 more) |
|
Electron transfer activity GO:0009055
Any molecular entity that serves as an electron acceptor and electron donor in an electron transport chain. An electron transport chain is a process in which a series of electron carriers operate together to transfer electrons from donors to any of several different terminal electron acceptors to generate a transmembrane electrochemical gradient.
|
2 | A0A2B6C9S2 (/ISS) A0A2B6C9S2 (/ISS) |
There are 0 GO terms relating to "biological process"
The search results have been sorted with the annotations that are found most frequently at the top of the
list. The results can be filtered by typing text into the search box at the top of the table.
There are 0 GO terms relating to "cellular component"
The search results have been sorted with the annotations that are found most frequently at the top of the
list. The results can be filtered by typing text into the search box at the top of the table.
