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保型形式，保型表現，L関数の研究
Research for automorphic forms, automorphic representations and L-functions

RIMS 共同研究（公開型）
2026/01/05～2026/01/09

軍司　圭一 ( Keiichi Gunji )

目次

• 1. $p$ 通常的でないカスプ形式と肥田変形族に付随した二変数 $p$ 進 RANKIN SELBERG $L$ 級数 福永 健吾 ( Kengo Fukunaga )国立台湾大学
• 2. FROM RESONANCE TO HYPOTHESIS S: A BRIEF SURVEY Yangbo YeThe University of Iowa
• 3. SCHUR EISENSTEIN SERIES AND QUASIMODULAR FORMS Jinbo Yu名古屋大学
• 4. Generalized modular equations and the singular values of Hauptmoduln 富山 和樹 ( Kazuki Tomiyama )早稲田大学
• 5. Numerical semigroups and the distribution of prime numbers 小松 尚夫 ( Takao Komatsu )Henan Academy of Sciences / 東京科学大学
• 6. レベル２の Fricke 群に対する Eisenstein 級数の臨界点について 杉林 直樹 ( Naoki Sugibayashi )九州大学
• 7. Shalika functions on $\mathrm{GL}_4(\mathbb{R})$ 石井 卓 ( Taku Ishii )成蹊大学
• 8. CONSTRUCTION OF VECTOR-VALUED ADELIC AUTOMORPHIC FORMS Oliver SteinOstbayerische Technische Hochschule Regensburg
• 9. A CONJECTURAL IDENTITY FOR THE RATIO OF PETERSSON NORMS OF DEGREE 2 SIEGEL CUSP FORMS AND ASSOCIATED HALF-INTEGRAL\\ WEIGHT FORMS Abhishek SahaQueen Mary University of London
• 10. On Some Inadmissible Values of the Fourier Coefficients of Special Newforms with level 1 or 2 後藤 新裕 ( Akihiro Goto )九州大学
• 11. Congruences and differential operators on modular forms 武田 暢輝 ( Nobuki Takeda )京都大学
• 12. LATTICES OF TYPE $A_n$, $D_n$, $E_n$ AND CODES 比嘉 陸 ( Riku Higa )東京理科大学
• 13. A NOTE ON LARGE SUMS OF FOURIER COEFFICIENTS OF HOLOMORPHIC CUSP FORMS Naomi TanabeBowdoin College
• 14. On congruences arising from $p$-adic limits of Eisenstein series Siegfried BöchererUniversity of Mannheim
• 15. Double descent in unitary groups 伊藤 望 ( Nozomi Ito )国立台湾大学
• 16. Langlands correspondence for covering groups of algebraic tori 中田 裕貴 ( Yuki Nakata )京都大学
• 17. On the local Langlands correspondence for depth zero supercuspidal representations 藤井 天守 ( Amoru Fujii )東京大学
• 18. Smoothening strata and compactified Jacobians: a survey announcement in the Bass case Sungmun ChoPOSTECH Jungtaek HongPOSTECH
• 19. EXPLICIT FOURIER COEFFICIENTS OF THE EISENSTEIN SERIES AND THETA LIFT ON $\mathrm{SO}(3, n+1)$ Henry H. KimUniversity of Toronto / Korea Institute for Advanced Study 山内 卓也 ( Takuya Yamauchi )東北大学
• 20. HERMITIAN MODULAR FORMS AND ALGEBRAIC MODULAR FORMS ON $SO$(6) WITH A COMMENT ON THETA SERIES 伊吹山 知義 ( Tomoyoshi Ibukiyama )大阪大学
• 21. Petersson norms of Jacobi-Eisenstein series and Gross-Kohnen-Zagier's formula 水野 義紀 ( Yoshinori Mizuno )名古屋工業大学
• 22. HYPERBOLIZATION OF AFFINE LIE ALGEBRAS Haowu WangWuhan University
• 23. ISOMORPHISM BETWEEN JACOBI FORMS OF INDEX $D_{2n+1}$ AND ELLIPTIC MODULAR FORMS OF LEVEL 2 林田 秀一 ( Shuichi Hayashida )上越教育大学