University of Portland

most citedThe Full Automorphism Group of a Cyclic

p

-gonal Surface

38 citations

researchers with a paper here

A. Wootton1 · h 8
Stephanie Salomone1 · h 1

2 papers

math.CA2007

Sharp growth estimates for dyadic $b$ -input $T (b)$ theorems

Stephanie Salomone

The following deals with the $T (b)$ theorems of David, Journé, and Semmes \cite{DJS} considered in a dyadic setting. We find sharp growth estimates for a global and a local dyadic…

math.AG2006★ 38 cited

The Full Automorphism Group of a Cyclic $p$ -gonal Surface

Aaron Wootton

If $p$ is prime, a compact Riemann surface $X$ of genus $g \geq 2$ is called cyclic $p$ -gonal if it admits a cyclic group of automorphisms $C_{p}$ of order $p$ such that the quotien…

Sharp growth estimates for dyadic b-input T(b) theorems

The Full Automorphism Group of a Cyclic p-gonal Surface

Sharp growth estimates for dyadic $b$ -input $T (b)$ theorems

The Full Automorphism Group of a Cyclic $p$ -gonal Surface