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Definition df-klojere 463
Description: Definition of {klojere}. This is our most foundational definition for binary operators for now: a binary operator is a ternary relation closed over a set such that, for every ordered pair of elements in the closure, there is a unique related element. In terms of abstract algebra, our binary operators are magmas.
Assertion
Ref Expression
df-klojerego 1 ka ce'u bu'a ce'u ce'u kei klojere ko'a gi ro da poi ke'a cmima ko'a ku'o zo'u ro de poi ke'a cmima ko'a ku'o zo'u 1 di poi ke'a cmima ko'a ku'o zo'u da bu'a de di
Distinct variable group:   da ,de ,di

This definition is referenced by: (None)
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