研究速報 : 丸棒の繰返し曲げ矯正において生ずる寸法変化に関する実験的研究　第2報

概要

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Let $G$ be a symplectic Lie group of rank $2$, $Sp(2,\mathbb{R})$ and $P_J$ be its maximal parabolic subgroup called the Jacobi parabolic subgroup with non-abelian unipotent radica. The radial part of matrix coefficients of the $P_J$-principal series representations of $G$ were studied in relation to the Appell's hypergeometric function. The leading terms of the expansion of the function around the infinity were well investigated in general cases (semisimple Lie groups and representations). In this paper, we determine the power series expansion other than leading terms for the above special case.
東京大学生産技術研究所,Institute of Industrial Science. University of Tokyo,東京大学生産技術研究所　第2部　塑性加工学の論文
1971-01-01