5 citations · 8 across the 8 of their papers we have counts for
9 papers
Relations in the 24-th homotopy groups of spheres
Toshiyuki Miyauchi, Juno Mukai
The main purpose of this note is to give a proof of the fact that the Toda brackets \ and are not trivial. This is an affir…
On the Homotopy Groups of the Suspended Quaternionic Projective Plane and Applications
Juxin Yang, Juno Mukai, Jie Wu
In this paper, we determined the -components of the homotopy groups for all and all , especially for the unstable on…
The 23-rd and 24-th homotopy groups of the n-th rotation group
Yoshihiro Hirato, Jin-ho Lee, Toshiyuki Miyauchi +2
We denote by the -th homotopy group of the -th rotation group and the 2-primary components of it. We determine the group structures of $π_k(R_n:…
On Mimura's extension problem
Toshiyuki Miyauchi, Juno Mukai, Mariko Ohara
We determine the group strucure of the -rd homotopy group , where is the Lie group of exceptional type, which hasn't been determined for years.
The 2-components of the 31-stem homotopy groups of the 9 and 10-spheres
Tomohisa Inoue, Juno Mukai
Group structures of the 2-primary components of the 31-stem homotopy groups of spheres were studied by Oda in 1979. There are, however, two incompletely determined groups. In this…
Relations in the 24-th homotopy groups of spheres
Toshiyuki Miyauchi, Juno Mukai
The main purpose of this note is to give a proof of the fact that the Toda brackets and are not trivial. This is an affirmative answer of the secon…