zero object
in category theory, an object that is both initial and terminal
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zero object
Summary
Key Facts
- zero object's subclass of is recorded as initial object[1].
- zero object's subclass of is recorded as terminal object[2].
- zero object's subclass of is recorded as null[3].
- zero object's part of is recorded as initial and terminal objects[4].
- zero object's different from is recorded as zero object[5].
- zero object's different from is recorded as additive identity[6].
- zero object's different from is recorded as trivial algebraic structure[7].
- zero object's nLab ID is recorded as zero object[8].
- zero object's ProofWiki ID is recorded as Definition:Zero_Object[9].
- zero object's Metamath statement ID is recorded as df-zeroo[10].