Tamaru's WEB PAGE $B!d(B
Homogeneous Ricci soliton hypersurfaces in noncompact symmetric spaces
Colloquium of Department of Mathematics
Chonnam National University (Gwangju, $B4Z9q(B)
In the study of homogeneous Ricci solitons,
solvable Lie groups play significant roles and provide a lot of examples.
On the other hand,
some homogeneous hypersurfaces in noncompact symmetric spaces
can be identified with solvable Lie groups.
This is one of motivations of our study on
homogeneous Ricci soliton hypersurfaces in noncompact symmetric spaces.
In this talk, we mention our results on hypersurfaces in complex hyperbolic spaces,
which was guided by the works of Cho and Kimura.
We would also like to mention some results on hypersurfaces in
other symmetric spaces, which is in progress.