256 citations
- Georgia Institute of TechnologyUS30 papers
- University of PennsylvaniaUS10 papers
- Atlanta University CenterUS9 papers
- M.N. Mikheev Institute of Metal PhysicsRU7 papers
- Yale UniversityUS7 papers
- Bar-Ilan UniversityIL6 papers
- CeNTechDE6 papers
- Weizmann Institute of ScienceIL6 papers
- Emerson (United States)US5 papers
- Georgia State UniversityUS5 papers
- Massachusetts Institute of TechnologyUS5 papers
- University of Illinois Urbana-ChampaignUS5 papers
5 papers · 2 filters
Conjugacy growth series for wreath product finitary symmetric groups
Ian Wagner
In recent work, Bacher and de la Harpe define and study conjugacy growth series for finitary permutation groups. In two subsequent papers, Cotron, Dicks, and Fleming study the cong…
Conjugacy growth series for finitary wreath products
Madeline Locus
We examine the conjugacy growth series of all wreath products of the finitary permutation groups and for an infinite set . We determine their asy…
On Divisors of Modular Forms
Kathrin Bringmann, Ben Kane, Steffen Löbrich +2
The denominator formula for the Monster Lie algebra is the product expansion for the modular function given in terms of the Hecke system of $\operatorname{SL}_2(\mathbb…
Asymptotic bounds for special values of shifted convolution Dirichlet series
Olivia Beckwith
Hoffstein and Hulse defined the shifted convolution series of two cusp forms by "shifting" the usual Rankin-Selberg convolution L-series by a parameter h. We use the theory of harm…
Congruences between word length statistics for the finitary alternating and symmetric groups
Tessa Cotron, Robert Dicks, Sarah Fleming
In a recent paper, Bacher and de la Harpe study conjugacy growth series of infinite permutation groups and their relationships with , the partition function, and $p(n)_{\text…