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a, b | aa=a, abb=a

Monoid presentation of length 7

Properties

Completion parameters

Complete rewriting system

  1. a2a
  2. ab2a

Right Cayley graph (truncated)

Left Cayley graph (truncated)

Other isomorphic instances

23 total

Length:Presentation:
8a, b | aa=a, aabb=a
8a, b | aa=a, abb=aa
9a, b | aab=ab, abb=a
9a, b | aa=a, aaabb=a
9a, b | aa=a, aabb=aa
9a, b | aa=a, abb=aaa
10a, b | aaa=aa, aabb=a
10a, b | aab=ab, aabb=a
10a, b | aa=a, aaaabb=a
10a, b | aa=a, aaabb=aa
10a, b | aa=a, aaaa=abb
10a, b | aa=a, aabb=aaa
11a, b | aabb=a, aaabb=a
11a, b | aabb=a, aabba=a
11a, b | aabb=a, abbaa=a
11a, b | abba=a, aaabb=a
11a, b | aaa=aa, aaabb=a
11a, b | aab=ab, aaabb=a
11a, b | aa=a, aaaaabb=a
11a, b | aa=a, aaaabb=aa
11a, b | aa=a, aaaaa=abb
11a, b | aa=a, aaabb=aaa
11a, b | aa=a, aabb=aaaa

Other anti-isomorphic instances

17 total

Length:Presentation:
9a, b | aab=b, aabb=b
9a, b | aab=b, baab=b
10a, b | aab=ab, bbaa=a
11a, b | aaab=ab, aabb=b
11a, b | aaba=ba, aabb=b
11a, b | aaba=ba, baab=b
11a, b | abba=aa, bbaa=a
11a, b | aab=ab, bbaaa=a
11a, b | aab=b, aaaabb=b
11a, b | aab=b, aabaab=b
11a, b | aab=b, baaaab=b
11a, b | aab=b, aaaab=bb
11a, b | aab=b, aaabb=ab
11a, b | aab=b, abaab=ab
11a, b | aab=b, aaab=abb
11a, b | aab=b, aabb=aab
11a, b | aab=b, baab=aab