@article{oai:u-ryukyu.repo.nii.ac.jp:02010314,
author = {Sudo, Takahiro},
journal = {Ryukyu mathematical journal},
month = {Dec},
note = {This is a survey on our study for describing group C^*-algebras as inductive limits. It is shown by our results that the group C^*-algebras of certain type R Lie groups such as the Heisenberg Lie group, motion groups and more general CCR groups have the inductive limit structure by subhomogeneous C^*-algebras, and all non type R solvable Lie group C^*-algebras do not, and the group C^*-algebras of certain nilpotent discrete groups such as the generalized discrete Heisenberg groups have the decomposition into extensions by generalized ASH algebras. Reviews for Lie groups of type R and classification of inductive limit C^*-algebras are also included., 紀要論文},
pages = {33--88},
title = {Group C^∗-algebras as inductive limits: a survey},
volume = {18},
year = {2005}
}