Koichi KAIZUKA. A characterization of the L^2-range of the Poisson transform with real and singular spectral parameter on symmetric spaces of noncompact type. J. Lie Theory. 2018. 28. 2. 581-607
貝塚 公一. 書評「谷島賢二:シュレディンガー方程式 I, II (朝倉数学体系 5, 6)」. 日本数学会「数学」. 2018. 70. 1. 101-106
貝塚 公一. A characterization of the L^2-range of the Poisson transform with real and singular spectral parameter on symmetric spaces of noncompact type. 数理解析研究所講究禄「スペクトル・散乱理論とその周辺」. 2017. 2045. 100-116
講演・口頭発表等 (16件)：
A characterization of the L^2-range of the Poisson transform with real and singular spectral parameter on symmetric spaces of noncompact type
(研究集会「The 15th Linear and Nonlinear waves」 2017)
A characterization of the L^2-range of the Poisson transform with real and singular spectral parameter on symmetric spaces of noncompact type
(第149回神楽坂解析セミナー, 東京理科大学 2017)
A characterization of the L^2-range of the Poisson transform with real and singular spectral parameter on symmetric spaces
(研究集会「微分方程式と幾何学」, 立命館大学 2017)
Stationary scattering theory on symmetric spaces
(RIMS合宿型セミナー「Workshop on linear and nonlinear dispersive equations and related topics」 2017)
Stationary scattering theory for invariant differential operators on symmetric spaces of noncompact type
(日本数学会2017年度春季総合分科会, 函数解析学分科会特別公演 2017)
