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math.GR2022
Survey on invariant quasimorphisms and stable mixed commutator length
Morimichi Kawasaki, Mitsuaki Kimura, Shuhei Maruyama +2
A homogeneous quasimorphism on a normal subgroup of is said to be -invariant if for every and for every . Invariant quasimorp…
math.GT2022
Invariant quasimorphisms for groups acting on the circle and non-equivalence of SCL
Shuhei Maruyama, Takahiro Matsushita, Masato Mimura
We construct invariant quasimorphisms for groups acting on the circle. Furthermore, we provide a criterion for the non-extendablity of the resulting quasimorphisms and an explicit…
math.GR2022
Mixed commutator lengths, wreath products and general ranks
Morimichi Kawasaki, Mitsuaki Kimura, Shuhei Maruyama +2
In the present paper, for a pair of a group and its normal subgroup , we consider the mixed commutator length on the mixed commutator subgroup $[…