C. Haessig

发表

Symmetric power L-functions for families of generalized Kloosterman sums

S. Sperber, C. Haessig, 2016 .

Families of generalized Kloosterman sums

S. Sperber, C. Haessig, 2013, 1307.1854.

A ug 2 00 7 L-functions of symmetric powers of cubic exponential sums C

C. Haessig, 2008 .

L-functions of symmetric powers of cubic exponential sums

C. Haessig, 2006, math/0608521.

On the Symmetric Powers of the $p$-adic Airy family

C. Haessig, 2006 .

L-functions of symmetric powers of Kloosterman sums (unit root L-functions and p-adic estimates)

C. Haessig, 2015, 1504.05802.

Exponential sums and the Chevalley-Warning theorem C

C. Haessig, 2010 .

L-functions of symmetric powers of the generalized Airy family of exponential sums: ell-adic and p-adic methods

C. Haessig, Antonio Rojas-León, 2009, 1008.0408.

p-adic unit roots of L-functions over finite fields

C. Haessig, Douglas Haessig, 2015, 1501.03703.

Tiling, Circle Packing and Exponential Sums over Finite Fields

S. Robins, A. Iosevich, C. Haessig, 2015, Analysis Mathematica.

Partial zeta functions, partial exponential sums, and p-adic estimates

C. Haessig, Yan Li, Noah Bertram, 2021, Finite Fields Their Appl..

Tiling, Circle Packing and Exponential Sums over Finite Fields

A. Iosevich, C. Haessig, J. Pakianathan, 2018, Analysis Mathematica.

L-functions of symmetric powers of Kloosterman sums (unit root L-functions and p-adic estimates)

C. Haessig, 2016, Mathematische Annalen.

L-functions associated with families of toric exponential sums

S. Sperber, C. Haessig, 2011, 1109.3682.

A ug 2 00 9 L-functions of symmetric powers of the generalized Airy family of exponential sums : ladic and p-adic methods

C. Haessig, A. R. León, 2009 .

Exponential sums and the Chevalley-Warning theorem

C. Haessig, 2010 .

Meromorphy of the rank one unit root L-function revisited

C. Douglas Haessig, C. Haessig, 2013, Finite Fields Their Appl..

Kloosterman sums and Hecke polynomials in characteristics 2 and 3

C. Douglas Haessig, C. Haessig, 2020, Finite Fields Their Appl..