Volltext
Abstract: In the first hour I would discuss properties of biinvariant metrics on (discrete) groups. In the second I would present the prof of a theorem by Kamil Duszenko that the reflection length (which is also biinvariant word metric) on nonaffine Coxeter groups is unbounded.
1
ÄHNLICHE DOKUMENTE
the theoretical data for Au only polycrystalline sam- ples were taken into account: the monocrystals of Au seem to make s av very much outside the interval (43) and this can
All bond lengths reported in the Ach bromide crystal structure4 were adapted for our calculation except the standard bond length for N-H bonds 5.. The results are
2 2-representation theory of dihedral groups Dihedral groups as Coxeter groups Cooking-up candidate lists.. 3 Constructing 2-representations of dihedral groups Some
Daniel Tubbenhauer Categorical representations of dihedral groups October 2016 13 / 25.. Looks
Properness implies there are finitely many points in the orbit of v close enough to ρ therefore there will be one where applying any reflections in W S will not decrease the distance
The mixed-effect model provides a flexible instrument for studying data sets with both fixed-effect factors and random-effect factors, as well as numerical covariates, that
[r]
Concerning the lower bounds, we show that the bound is tight for binary languages up to a linear factor (Theorem 2), that a cubic tower with respect to the number of states
