A Note on Equivalence Classes of SO0(p,q)-actions on Sp+q-1 whose Restricted SO(p)×SO(q)-action is the Standard Action-Reference-Cited by-同舟云学术

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A Note on Equivalence Classes of SO0(p,q)-actions on Sp+q-1 whose Restricted SO(p)×SO(q)-action is the Standard Action

Published:2022-12-01 Issue:2 Volume:45 Page:
ISSN:0387-3870
Container-title:Tokyo Journal of Mathematics
language:
Short-container-title:Tokyo J. Math.

Author:

ONO Tomoaki

Publisher

Tokyo Journal of Mathematics

Subject

General Mathematics

Reference7 articles.

1. [1] T. ASOH, On smooth $SL(2,\mathbf C)$ actions on $3$ -manifolds, Osaka J. Math. 24 (1987), 271–298.

2. [2] K. MUKŌYAMA, Smooth $Sp(2,\mathbf R)$ -actions on the $4$ -sphere, Tôhoku Math. J. 48 (1996), 543–560.

3. [3] K. MUKŌYAMA, Smooth $SU(p,q)$ -actions on the $(2p+2q-1)$ -sphere and on the complex projective $(p+q-1)$ -space, Kyushu J. Math. 55 (2001), 213–236.

4. [4] K. MUKŌYAMA, Equivalence classes of smooth $SU(p,q)$ -actions on the complex projective $(p+q-1)$ -space (in Japanese), RIMS kokyuroku 1343 (2003), 77–90.

5. [5] K. MUKŌYAMA, T. ONO and K. TAKEI, Constructions of smooth $SU(p,q)$ -actions on the projective space $\mathbf P^{p+q-1}_{\mathbb C}$ with $m$ closed and $m+1$ open orbits, Tokyo J. Math. 43 (2020), 137–161.

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