Archives: Research Groups
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Research Groups
Geometric Structure and Moduli Spaces
Learn moreWe study geometric structures on low-dimensional manifolds, such as hyperbolic or anti-de Sitter structures, representations of surface groups in Lie groups, and their moduli spaces.
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Research Groups
Research
Learn moreThe research group carries out fundamental research in algebraic number theory and arithmetic geometry and it explores relations with cryptography. A particular feature is the development and the use of computer algebra tools. Experimental data often lead to unexpected observations and give the necessary insights to lead to a deeper theoretical understanding.
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Research Groups
Discovering Structures in Numbers
Learn moreThe group members explore many facets of modern number theory and its applications, carry out and promote experimental mathematics, and highly value teaching.
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Research Groups
Research
Learn moreIn the 19th century, the study of algebraic extensions generated by radicals led to the foundations of Kummer theory. This theory is elegant in itself, and it also has applications to various (contemporary) problems in number theory. We are providing new insights and we are developing this flexible tool.
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Research Groups
Number Theory and Arithmetic Geometry
Learn moreMembers of our group study number theory (algebraic, analytic, and computational aspects) and arithmetic geometry.
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