2 citations · 4 across the 21 of their papers we have counts for
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math.AG2015★ 2 cited
Septic equations are solvable by 2-fold origami
Joachim König, Dmitri Nedrenco
In this paper we prove that a generic rational equation of degree is solvable by 2-fold origami. In particular we show how to septisect an arbitrary angle. This extends the wor…
math.NT2015
On rational functions with monodromy group
Joachim König
We compute new polynomials with Galois group over . These polynomials stem from various families of covers of ramified over at leas…
math.GR2015
On the number of cyclic transitive subgroups of a permutation group
Joachim König
We prove an upper bound for the number of cyclic transitive subgroups in a finite permutation group and clarify the structure of the groups for which this bound becomes sharp. We a…