activity
20172021
most citedPowers of Jacobi triple product, Cohen's numbers and the Ramanujan -function

8 citations · 18 across the 8 of their papers we have counts for

collaborators

12 papers

math-ph20231 cited

On intermediate Lie algebra

Kimyeong Lee, Kaiwen Sun, Haowu Wang

is an intermediate Lie algebra filling a hole between and in the Deligne-Cvitanović exceptional series. It was found independently by Mathur, Muhki, Sen in…

math.NT2021

Siegel modular forms of degree two and level five

Haowu Wang, Brandon Williams

We construct a ring of meromorphic Siegel modular forms of degree 2 and level 5, with singularities supported on an arrangement of Humbert surfaces, which is generated by four sing…

math.NT2021

Graded rings of Hermitian modular forms with singularities

Haowu Wang, Brandon Williams

We study graded rings of meromorphic Hermitian modular forms of degree two whose poles are supported on an arrangement of Heegner divisors. For the group $\mathrm{SU}_{2,2}(\mathca…

math.NT20212 cited

Free algebras of modular forms on ball quotients

Haowu Wang, Brandon Williams

In this paper we study algebras of modular forms on unitary groups of signature . We give a necessary and sufficient condition for an algebra of unitary modular forms to be…

math.NT2021

On weak Jacobi forms of rank two

Haowu Wang, Brandon Williams

We study a ring of weak Jacobi forms indexed by integral lattices of rank two. We find an explicit finite set of generators of this ring and give a dimension formula for weak Jacob…

math.NT20203 cited

Simple lattices and free algebras of modular forms

Haowu Wang, Brandon Williams

We study the algebras of modular forms on type IV symmetric domains for simple lattices; that is, lattices for which every Heegner divisor occurs as the divisor of a Borcherds prod…