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a, b | aaa=1, babbbbb=a

Monoid presentation of length 11

Properties

Completion parameters

Inverses of generators

Complete rewriting system

  1. a3 ⇒ 1
  2. ba2baa(ab)2
  3. baba2aba2b
  4. ba2b2aa2b2ab
  5. (ba)3(ab)3
  6. bab2a2ab2a2b
  7. ba2b3aa2b3ab
  8. (ba)2b2aa(bab)2
  9. (bab)2aab2(ab)2
  10. bab3a2ab3a2b
  11. b5aa2b4a2b
  12. bab4aa2b5
  13. ba2b4aa2b4ab
  14. (ba)2b3aabab3ab
  15. ba(b2a)2a(b2a)2b
  16. bab3abaab3(ab)2
  17. bab5a
  18. bab2ab3aa(b2ab)2
  19. (bab2)2aab(b2a)2b
  20. ba(b3a)2a(b3a)2b
  21. b10abab3a
  22. b4a2b6ab4a

Right Cayley graph

Left Cayley graph

Others with same cardinality

1 unique, 1 total

Length:Presentation:Description:Related:
11 a, b | aaba=b, bbbbbb=1 Finite non-Abelian group with 378 elements