Yasunori Okada, Hideshi Yamane. Asymptotic Expansions of Finite Hankel Transforms and the Surjectivity of Convolution Operators. Symmetry, Integrability and Geometry: Methods and Applications. 2024. 20
Yamane Hideshi. Local and Global Analyticity for a Generalized Camassa-Holm System. Funkcialaj Ekvacioj. 2023. 66. 3. 159-193
Yasunori Okada, Hideshi Yamane. GENERALIZED SPHERICAL MEAN VALUE OPERATORS ON EUCLIDEAN SPACE. TSUKUBA J. MATH. 2021. 45. 1. 37-50
Yamane, Hideshi. Local and global analyticity for μ-Camassa-Holm equations. Discrete Contin. Dyn. Syst. 2020. 40. 7. 4307-4340
Shotaro NAKAI, Hideshi YAMANE. Asymptotic expression for certain hypergeometric polynomials of type 3F1. Kumamoto Journal of Mathematics. 2019. 32. 1. 1-8
山根 英司. Ramified Cauchy problem for a class of Fuchsian operators with tangent characteristics (Painleve系,超幾何系.漸近解析). 数理解析研究所講究録. 2000. 1133. 135-138
山根 英司. Nonlinear singular first order partial differential equations whose characteristic exponent takes a positive integral value (Complex Analysis and Microlocal Analysis). 数理解析研究所講究録. 1999. 1090. 180-182
山根 英司. A CHARACTERISTIC CAUCHY PROBLEM OF NON-LERAY TYPE IN THE COMPLEX DOMAIN(Study of Partial Differential Equations by means of Functional Analysis). 数理解析研究所講究録. 1996. 969. 205-212
山根 英司. BRANCHING OF SINGULARITIES FOR SOME THIRD ORDER MICROHYPERBOLIC OPERATORS MULTIPLY CHARACTERISTIC AT $x_1$=0. 数理解析研究所講究録. 1996. 937. 135-139
書籍 (5件)：
手を動かしてまなぶ フーリエ解析・ラプラス変換
裳華房 2022
実例で学ぶ微積分知恵袋-計算名人を目指せ!
日本評論社 2009
関数とはなんだろう
講談社ブルーバックス 2008
高校生のための逆引き微分積分 関数から判る解法のテクニック
講談社 2005
明解複素解析
培風館 2002
講演・口頭発表等 (71件)：
畳み込み作用素の全射性:滑らかでない核の場合
(漸近解析とその周辺 2024)
Asymptotic expansions of finite Hankel transforms and the surjectivity of convolution operators
(2024)
Local and global analyticity for a generalized Camassa-Holm system
(2024)
微分と積分の順序交換とその応用
(第 106 回全国算数・数学教育研究(大阪)大会 2024)
Asymptotic expansions of finite Hankel transforms and the surjectivity of convolution operators
(2024)
