PhD Students
2024- Alf Söderberg
2016-2020 Asbjørn Nordentoft: On arithmetic statistics and periods of automorphic forms
2013-2016 Giacomo Cherubini: Studies in the hyperbolic circle problem
2011-2014 Flemming von Essen : Automorphic forms – Multiplier Systems and Taylor Coefficients
2005-2009 Jimi Lee Truelsen : Distribution results in automorphic forms and analytic number theory.
Masters students
2024 Alexander Bretlauch Specht, An experimental investigation of the error term in the Gauss circle problem and related quantities
2023 Nikoline Hyllested Andersen, The ABC-conjecture and its applications
2023 Nicolas Arnvig, Hyperbolic lattice points. Cartan’s decomposition and equidistribution modulo 1
2022 Line Lindholm Jensen, The Lindelöf hypothesis for admissible sequences
2021 Jasmin Karina Øder Madsen, Vinogradov’s 3-prime theorem
2021 Lasse Nøhr Henriksen, The L-function of a Maass form
2021 Gustav Torp, Selberg’s central limit theorem for the Riemann zeta function
2019 Patrick Liljegren Dinesen, Taylor coefficients for Ramanujan’s Delta function
2018 Asbjørn Nordentoft, Statistics of twisted L-functions
2018 Mads Friis Frand-Madsen, Equidistribution of zeroes
2018 Kasper Müller, Sphere packings
2017 Jens Siegstad, The Selberg Trace Formula.
2014 Camilla Frantzen, The Bombieri-Vinogradov theorem.
2013 Christina Slaatorn, Vinogradov’s three primes theorem.
2012 Bo Malling Christensen, The Lindelöf Conjecture.
Bachelor projects
2025 Rafei Malik, p-adiske tal
2024 Albert Jels Eilgaard, Modulære former og deres L-funktioner
2023 Oscar Breiø, Modular forms and their L-functionn
2023 Niklas Ellelund Hansen, p-adiske tal
2023 Sebastian Nørregaard, The prime number theorem and the functional equation for zeta
2023 Sofie Faxholm, AKS primtalstesten.
2022 Laura Obel, Primes in arithmetic progressions
2022 Victoria Sarah Snow, The prime number theorem and Riemann’s zeta function
2022 Oliver Wix Schütt Wagner, Legemet af p-adiske tal
2022 Gunn Joensen, Primtalssætningen
2022 Stine Langhede, p-adiske tal
2022 Christian Thomas Kvist Jensen, Primtalssætningen
2022 Katrine Bille Lauersen, Dirichlets klassetalsformel
2021 Nanna Wiberg Nielsen, Modular forms
2021 Bertram Koch-Larsen, Construction and study of p-adic numbers
2020 Nikoline Hyllested Andersen, Primes in arithmetic progression
2020 Mathias Kirkeby, The functional equation for Riemann’s zeta
2020 Esben Folke Ydesen, Modular forms and the partition function
2019 Frederik Weber Wellendorf, p-adic numbers
2019 Karoline Amalie Trond Reich, Gauss’ circle problem
2019 Line Lindholm Jensen, The prime number theorem
2019 Rasmus Goddiksen Graabæk, Modular forms
2018 Stine Valgreen, Sieve methods, and twin primes.
2018 Rasmus Brammer, Primes in arithmetic progression.
2018 Erik Lange, The prime number theorem
2018 Jasmin Madsen, p-adic numbers
2017 Helle Bertelsen, p-adic numbers
2016 Astrid Mortensen, The AKS algorithm
2016 Sebastian Tim Holdum, Weyls law and the Gauss’ circle problem
2015 Anders Aamand, The Bombieri-Vinogradov theorem
2015 Asbjørn Nordentoft, Primes close together
2015 Bjarke Østergård Nielsen, Dirichlets unit theorem
2015 Hector Hougaard, p-adic numbers and the Hasse-Minkovski Theorem
2014 Rikke Langhede, Higher order reciprocity.
2014 Mathilde Kjær Pedersen, The AKS algorithm.
2014 Kristoffer Holm Nielsen, Pell’s equation and Archimedes’ revenge.
2013 Mathis Elmgaard Isaksen, Phragmén Lindelöf princippet.
2013 Freja Elbro, Modular forms.
2013 Nilin Abrahamsen, A central limit theorem for the free group
2011 Niels Andreas Hvitved, Billing-Mahlers sætning (Billing-Mahlers theorem)
2010 Peter Humphries, Elementary proof of the prime number theorem
2007 Diana Bertelsen, Primtalssætningen (The prime number theorem)
2006 Jesper Vejgaard Knudsen, Primtal i arithmetiske progressioner. (Primes in arithmetic progressions)
Projects
2021 Jasmin Øder Madsen, Zeroes of L-functions.
2008 Rune Bak og Martin Damhus Tate’s thesis