1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.NT2024
Symmetric Power L-functions of the hyper-Kloosterman Family
C. Douglas Haessig, Steven Sperber
The symmetric power L-function of the hyper-Kloosterman family is a rational function over the integers. Its degree and complex absolute values of its zeros and poles are now known…
math.NT2015
p-adic unit roots of L-functions over finite fields
C. Douglas Haessig
In this brief note, we consider p-adic unit roots or poles of L-functions of exponential sums defined over finite fields. In particular, we look at the number of unit roots or pole…
math.NT2010★ 1 cited
L-functions of symmetric powers of the generalized Airy family of exponential sums
C. Douglas Haessig, Antonio Rojas-Leon
This paper looks at the L-function of the k-th symmetric power of the ell-adic sheaf over the affine line associated to the generalized Airy family of exponential sums. We compute…