$K$-finite solutions to conformally invariant systems of differential equations

スポンサーリンク

概要

• 論文の詳細を見る

• Let $G$ be a connected semisimple linear real Lie group, and $Q$ (resp. $K$) a real parabolic subgroup (resp. maximal compact subgroup) of $G$. The space of $K$-finite solutions to a conformally invariant system of differential equations on a line bundle over the real flag manifold $G/Q$ is studied. The general theory is then applied to certain second order systems on the flag manifold that corresponds to the Heisenberg parabolic subgroup in a split simple Lie group.

著者

• Kable Anthony

  Department Of Mathematics Oklahoma State University

関連論文

• $K$-finite solutions to conformally invariant systems of differential equations

スポンサーリンク