Rchr
J-GLOBAL ID：200901053232832570
Update date: Feb. 01, 2024
Moriyama Tomonori
モリヤマ トモノリ | Moriyama Tomonori
Affiliation and department：
Job title：
Associate Professor
Research field (1)：
Algebra
Research theme for competitive and other funds (13)：
- 2017 - 2021 簡約リー群の表現の分岐則を梃子とした実解析的保型形式の構成的研究
- 2013 - 2018 Explicit study of number theory of automorphic forms of several variables related to trace formulas.
- 2012 - 2017 Studies on real analytic SIegel modular forms of degree 2--their L-functions and construction
- 2010 - 2015 Periods of automorphic forms and distribution of average of special values of L-functions
- 2009 - 2014 Explicit study of arithmetic structures of automorphic forms of several variables and trace formulas
- 2009 - 2011 Study onε-factor of automorphic representations and conductor of remified components
- 2008 - 2011 L-functions attached to non-holomorphic Siegel modular forms-Local theory and its global applications
- 2006 - 2009 A computational study on extensions of algebraic number fields with non-commutative Galois groups
- 2006 - 2009 Green functions and relative trace formulas
- 2007 - 2008 Towards ramification theory of automorphic representations : Ramified representations and their L-factors
- 2005 - 2007 非正則ジーゲル保型形式のフーリエ展開と保型的L関数の研究
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Papers (11)：
MISC (8)：
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森山知則. p進簡約群の調和解析の基礎I::行列成分,二乗可積分表現,緩増加表現. 2013年度整数論サマースクール報告集. 2014
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Ishii Taku, Moriyama Tomonori. UNIQUENESS OF GENERALIZED WHITTAKER MODELS FOR $GSp(2, \mathbf{R})$ AND THE OUTER AUTOMORPHISM GROUP OF $Sp(2, \mathbf{R})$ (Automorphic forms, automorphic representations and related topics). RIMS Kokyuroku. 2010. 1715. 121-126
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森山 知則. 次数2のSiegel保型形式のFourier展開とGSp(2, $\mathbf{R}$)上の局所Bessel関数 ($Sp$(2,$\mathbf{R}$)と$SU$(2,2)上の保型形式 III). 数理解析研究所講究録. 2005. 1421. 44-54
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Ishii Taku, Moriyama Tomonori. SPINOR $L$-FUNCTIONS FOR GENERIC CUSP FORMS ON $GSp$(2) BELONGING TO PRINCIPAL SERIES REPRESENTATIONS (Automorphic forms on $Sp$(2,$\mathbf{R}$) and $SU$(2,2) III). RIMS Kokyuroku. 2005. 1421. 65-71
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Moriyama Tomonori. $L$-functions for generic cusp forms on $GS_p(2)×GL(2)$ (Construction of Automorphic Forms and Its Applications). RIMS Kokyuroku. 2004. 1398. 22-39
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Lectures and oral presentations (3)：
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Theta series associated with invariant harmonic polynomials - examples and future problems-
(2019)
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On an average of critical values of Rankin-Selberg L-functions
(2019)
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Theta series constructed from invariant harmonic polynomials. 」
(5th Kyoto conference on automprphic forms, Kyoto University 2018)
Association Membership(s) (1)：
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