Caterva Abeliana
Caterva Abeliana est caterva cuius operatio commutativa est, hoc est si a et b sunt elementa catervae, ab = ba.
In caterva Abeliana, tabula operationis symmetrica est circa diagonalem:
| ° | e | a0 | a1 | a2 | … |
|---|---|---|---|---|---|
| e | e | a0 | a1 | a2 | |
| a0 | a0 | ai | aj | ak | |
| a1 | a1 | aj | al | am | |
| a2 | a2 | ak | am | an | |
| … |
Tabula monstrat .
Bibliographia
- Rotman, Joseph. 1994. An Introduction to the Theory of Groups. Novi Eboraci: Springer-Verlag.
- Scott, W. R. (1964) 1987. Group Theory. Novi Eboraci: Dover.
 | Haec stipula ad mathematicam spectat. Amplifica, si potes! |
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