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〈a, b | ba=ab, aaabbb=a〉
Monoid presentation of length 11
Properties
- Infinite commutative monoid
- Isomorphic to commutative presentation: 〈a, b | 3a+3b=b〉
- Grothendieck group is ℤ
Completion parameters
- Reduction order: left-to-right ab
Complete rewriting system
- ba ⇒ ab
- a3b3 ⇒ a
Right Cayley graph (truncated)
Other isomorphic instances
9 total
| Length: | Presentation: |
|---|
| 11 | 〈a, b | ba=ab, aababb=a〉 |
| 11 | 〈a, b | ba=ab, aabbab=a〉 |
| 11 | 〈a, b | ba=ab, aabbab=b〉 |
| 11 | 〈a, b | ba=ab, aabbba=a〉 |
| 11 | 〈a, b | ba=ab, aabbba=b〉 |
| 11 | 〈a, b | ba=ab, ababab=a〉 |
| 11 | 〈a, b | ba=ab, ababba=a〉 |
| 11 | 〈a, b | ba=ab, ababba=b〉 |
| 11 | 〈a, b | ba=ab, abbaab=a〉 |