Large-type Coxeter groups on complete graphs have Bowditch boundary conformal dimension bounded by roughly 1+log(m)/log(2M) from below and 13+12log m+19log M from above, separating them into infinitely many quasi-isometry classes.
Some applications of _p -cohomology to boundaries of G romov hyperbolic spaces
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Conformal dimension bounds for certain Coxeter group Bowditch boundaries
Large-type Coxeter groups on complete graphs have Bowditch boundary conformal dimension bounded by roughly 1+log(m)/log(2M) from below and 13+12log m+19log M from above, separating them into infinitely many quasi-isometry classes.