@article{oai:kpu-m.repo.nii.ac.jp:00002271,
author = {長崎, 生光 and Nagasaki, Ikumitsu},
issue = {52},
journal = {Studia humana et naturalia},
month = {Mar},
note = {The zero weight ratio dG of a connected compact Lie group G with a maximal torus T is defined as the supremum of r(V) = dimV T / dim V for all nontrivial irreducible G-representations V . The zero weight ratio relates to a lower bound of the isovariant Borsuk-Ulam constant cG such as cG ≥ 1 − dG. In our previous research, we presented the value of dG for any simple compact Lie group; however, we omitted the detailed proof in some cases. In this article, we provide the proof for exceptional compact Lie groups.},
pages = {63--75},
title = {On the zero weight ratios of exceptional compact Lie groups},
year = {2019},
yomi = {ナガサキ, イクミツ}
}