Skip to main content
MathOverflow

Return to Answer

added 6 characters in body
Source Link
user6976
user6976

Thompson's group $F$ is the group "responsible" for associativity relations. It does act on binary trees. I am not sure it will help you much because you would probably have to explain to the readers what Thompson's group is, but in fact proving associativity relation amounts to manipulating with elements of $F$.

Thompson's group $F$ is the "responsible" for associativity relations. It does act on binary trees. I am not sure it will help you much because you would probably have to explain to the readers what Thompson's group is, but in fact proving associativity relation amounts to manipulating with elements of $F$.

Thompson's group $F$ is the group "responsible" for associativity relations. It does act on binary trees. I am not sure it will help you much because you would probably have to explain to the readers what Thompson's group is, but in fact proving associativity relation amounts to manipulating with elements of $F$.

Source Link
user6976
user6976

Thompson's group $F$ is the "responsible" for associativity relations. It does act on binary trees. I am not sure it will help you much because you would probably have to explain to the readers what Thompson's group is, but in fact proving associativity relation amounts to manipulating with elements of $F$.