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a, b | aa=1, abb=bb

Monoid presentation of length 7

Properties

Completion parameters

Complete rewriting system

  1. a2 ⇒ 1
  2. ab2b2

Right Cayley graph (truncated)

Left Cayley graph (truncated)

Other isomorphic instances

25 total

Length:Presentation:
9a, b | aa=1, aaabb=bb
9a, b | aa=1, abaab=bb
9a, b | aa=1, aabb=abb
9a, b | aa=1, abab=bab
9a, b | aa=1, baab=abb
11a, b | aa=1, aaaaabb=bb
11a, b | aa=1, aaabaab=bb
11a, b | aa=1, aaabbaa=bb
11a, b | aa=1, abaaaab=bb
11a, b | aa=1, aaaabb=abb
11a, b | aa=1, aaabab=bab
11a, b | aa=1, aaabba=bba
11a, b | aa=1, aabaab=abb
11a, b | aa=1, aabbaa=abb
11a, b | aa=1, abaaab=bab
11a, b | aa=1, baaaab=abb
11a, b | aa=1, aaabb=aabb
11a, b | aa=1, aaabb=baab
11a, b | aa=1, aaabb=bbaa
11a, b | aa=1, aabab=abab
11a, b | aa=1, aabba=abba
11a, b | aa=1, abaab=aabb
11a, b | aa=1, abaab=baab
11a, b | aa=1, abaab=bbaa
11a, b | aa=1, baaab=abab

Other anti-isomorphic instances

17 total

Length:Presentation:
9a, b | aa=1, aabba=bb
9a, b | aa=1, aabb=bba
9a, b | aa=1, abba=abb
11a, b | aa=1, aaaabba=bb
11a, b | aa=1, aabaaba=bb
11a, b | aa=1, aaaabb=bba
11a, b | aa=1, aaabba=abb
11a, b | aa=1, aabaab=bba
11a, b | aa=1, aababa=bab
11a, b | aa=1, abaaba=abb
11a, b | aa=1, aaabb=abba
11a, b | aa=1, aabab=baba
11a, b | aa=1, aabba=aabb
11a, b | aa=1, aabba=baab
11a, b | aa=1, aabba=bbaa
11a, b | aa=1, abaab=abba
11a, b | aa=1, ababa=abab