Following an algorithm by Coulangeon, Nebe, Braun and Schönnenbeck to compute unit groups of orders in finite simple Q-algebras, we will again talk about the Voronoi algorithm for finding perfect forms. In this case we will work with a generalized version by Opgenorth in the context of dual cones and consider a combination with Bass-Serre theory regarding groups acting on trees via automorphisms, which yields information about the structure of said unit groups, which will be acting on a Voronoi-graph. In particular we are going to focus on finding unit groups of maximal orders in indefinite Quaternion algebras over Q and compute an example.
De Mehmet Haluk Sengun
De Mehmet Haluk Sengun
De Aurel Page
De Alexander Hulpke
De Alexander Hulpke
De Alexander Hulpke
De Paul Gunnells
De Aurel Page
De Peter Patzt
De Peter Patzt
De Peter Patzt
De Jennifer Wilson
De Jennifer Wilson
De Jennifer Wilson
De Haowen Zhang
De Renaud Coulangeon
De Renaud Coulangeon
De Bill Allombert
De Lewis Combes
De Alexander Hulpke
De Alexander Hulpke
De Paul Gunnells
De Paul Gunnells
De Paul Gunnells
De Paul Gunnells
De Graham Ellis
De Graham Ellis
De Graham Ellis
De Graham Ellis
De Graham Ellis
De Philippe Elbaz-Vincent
De Philippe Elbaz-Vincent
De Philippe Elbaz-Vincent
De Bettina Eick
De Petru Constantinescu
De Angelica Babei
De Alexander, D. Rahm
De Benjamin Brück
De Calista Bernard
De Philippe Elbaz-Vincent
De Bettina Eick
De Bettina Eick
De Bettina Eick
De Bettina Eick
De Herbert Gangl
De Zachary Himes
