伊吹山知義　オフィシャルサイト

第１回白馬整数論オータムワークショップ
「Koecher-Maass 級数について」
タイトル	著者
集合写真
まえがき、プログラム、参加者リスト	伊吹山知義
１．Koecher Maass series on tube domains	阪大・伊吹山知義
２．T. Ibukiyama, H. Saito "On zeta functions associated to symmetric matrices I: An explicit form of zeta functions"(Amer. J/ Math. 117(1995), 1097-1155) の紹介	宮城教育大・高瀬幸一
３．Weissauer's Converse Theorem	金沢大・菅野孝史
４．概均質ベクトル空間のゼータ函数と Koecher Maass 級数	立教大・佐藤文広
５．An integral expression of Koecher-Maass Dirichlet series and its application (after Arakawa)	室蘭工大・桂田英典
６．４元数 modular 形式に対する Koecher Maass 級数（A. Krieg 氏の仕事の紹介）	近畿大・長岡昇勇
７．Koecher Maass Dirichlet series corresponding to Jacobi forms	立教大・荒川恒男
８．Bump, Friedberg, Hoffstein's work on nonvanishing theorems for L-functions	阪大・渡部隆夫
９．Hecke eiegenforms and Koecher-Maass series	Univ. Heidelberg, Winfried Kohnen
１０．Yoshida lifting について（S. Boecherer, R. Schulze-Pillot の結果の紹介	京都大・齋藤裕
１１．Koecher Maass 級数の文献表	伊吹山知義

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第２回白馬整数論オータムワークショップ
「Eisenstein 級数について」
タイトル	著者
表紙まえがき目次とプログラム参加者リスト	伊吹山知義
１．Fourier expansion of Eisenstein series on GL(3,R)	阪大・作農弘典
２．Weight のちいさな Siegel-Eisenstein 級数について	近畿大学・長岡昇勇
３．On the Fourier coefficients of Eisenstein series	室蘭工大・桂田英典
４．Local densities of Representations of Quadratic Forms	立教大・佐藤文広早稲田大学・広中由美子
５．１変数の cusp form から次数 2n の Siegel cusp form への lifting について	京大・池田保
６．Special values of Koecher-Maass series of Siegel cuso forms	Univ. Heidelberg・Winfried Kohnen Postech・YoungJu Choie
７. Eisenstein series on Siegel modular groups	Univ. Heidelberg・Winfrid Kohnen

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第３回白馬整数論オータムワークショップ
「保型形式の次元公式」
タイトル	著者
表紙、まえがき、目次とプログラム参加者リスト	伊吹山知義
１．保型形式の次元公式の文献案内	阪大・伊吹山知義
２．単連結単純代数群の MASS FORMULA	阪大・渡部隆夫
３．Langlands の次元公式	早稲田大・橋本喜一朗
４．Dimensions of cusp forms on U(2,1) for the Picard modular groups of imaginary quadratic fields	早稲田大・橋本喜一朗、三重大・古関春隆
５．Dimensions of holomorphic automorphic forms of tube domains, the contribution of central unipotent elements,and zeta functions of prehomogeneous vector spaces	阪大・伊吹山知義
６．New approach to dimension formula using Jacobi forms	立命館大・青木宏樹
７．On Ikeda's lifting theorem	Univ. Heidelberg・Winfried Kohnen
８．Selberg Trace formulas for SL_2(R) and dimension formulas with some related topics	立教大・荒川恒男
９．代数幾何学による次元公式の計算	東京理科大・浜畑芳紀
１０．Rank one cusp singularities and the dimension formulae	東大・織田孝幸
１１．Toward dimension formula of automorphic forms associated to the integrable middle discrete series of SU(2,2)	東大・織田孝幸、山形大・早田孝博

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第４回白馬整数論オータムワークショップ
Japanese-German Seminar
"Explicit Structures of Modular Forms and Zeta Functions"
TITLE	AUTHOR
Preface, Program, Contents, Participants	Tomoyoshi Ibukiyama, Winfried Kohnen
1, New Points of View on the Selberg Zeta Function	Don Zagier (MPI)
2. The Saito-Kurokawa Lifting and Langlands Functoriality	Ralf Schmidt (Saarland)
3. Critical Values of Triple L Functions	Siegfried Boecherer(Mannheim)
4. L-functions and Equidistribution of Measures on the Sphere	Rainer Schulze-Pillot(Saarland)
5. Exact values of the Standard Zeta Functions	Hidenori Katsurada (Muroran Inst. Tech.)
6. Trace Identity on Twisting Operators of Half-integral Weight	Masaru Ueda (Nara Women Univ.)
7. On a p-adic Eisenstein Series(joint work with H. Katsurada)	Shoyu Nagaoka(Kinki Univ.)
8. On Some Construction of Siegel Cusp Forms	Tamotsu Ikeda (Kyoto Univ.)
9. Fourier Coefficients of Holomorphic Eisenstein Series	Winfried Kohnen(Heidelberg)
10. Local Picard Groups and Theta Series	Jan Bruinier(Heidelberg)
11. Comparison of Different Models of the Moduli Space Marked Cubic Surfaces	Eberhard Freitag (Heidelberg)
12. A Lifting Conjecture on Siegel Modular Forms of Half-integral Weights,	Shuichi Hayashida Tomoyoshi Ibukiyama (Osaka Univ.)
13. Fourier-Jacobi Expansion of Kudla Lift	Atsushi Murase (Kyoto Sangyo Univ,) Takashi Sugano (Kanazawa Univ.)
14. Estimating the Dimension of the Space of Siegel Modular Forms of Genus 2 with Level 2 and 3	Hiroshi Aoki (Ritsumeikan Univ.)
15. Motives and Siegel Modular Forms	Hiroyuki Yoshida (Kyoto Univ.)
16. Teichmueller Modular Forms	Takashi Ichikawa (Saga Univ.)
17. Some Remarks on Exceptional Groups and Domains	Ichiro Satake
18. Modular Forms Methods for Bounding Kissing Numbers, Regulators and Covolumes of Arithmetic Groups	Nils-Peter Skoruppa(Siegen)
19. Modular Cycles on Arithmetic Quotients of Classical Domains	Takayuki Oda (Univ. Tokyo)
20. Sup-norm Bounds for Automorphic Forms in the Cocompact Case	Jay Jorgenson (City Coll, New York) Juerg Kramer(Humbold)
21. Eichler Orders of High Power Levels; Type Number and Linear Relations of Theta Series	Ki-ichiro Hashimoto(Waseda Univ.)
22. The Hardy-Littlewood Property of Flag Varieties	Takao Watanabe (Osaka Univ.)
23. Local Theta Correspondences for U(n,n) and R-groups	Atsushi Ichino(Kyoto Univ.)
24. Functional Equations of Prehomogeneous Zeta Functions and Intertwininng Operators	Fumihiro Sato (Rikkyo Univ.)
25. On Real Maass Lifts	Rolfs Berndt (Hamburg)
26. Some Graded Rings of Hermitian Modular Forms	Aloys Krieg (Aachen)
27. Mellin Transforms of Whittaker Functions	Anton Deitmar(Exeter)
28. Some Examples of Zeta Functions of Prehomogeneous Vector Spaces	Hiroshi Saito(Kyoto Univ.)
29. On Siegel Eisenstein Series Attached to Certain Nontempered Zuckerman Modules	Takuya Miyazaki (Keio Univ.)
30. Twisted Endoscopy and the Generic Packet Conjecture	Takuya Konno (Kyushu Univ.)
31. Spherical Functions on Some Spherical Homogeneous Spaces	Yumiko Hironaka(Waseda Univ.)
32. Selberg Zeta Functions and the Shimura Correspondence for Mass Wave Forms	Tsuneo Arakawa (Rikkyo Univ.)

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第７回白馬整数論オータムワークショップ
"Differential operators on modular forms and application"
TITLE	AUTHOR
Preface, Program, Contents, Participants	Tomoyoshi Ibukiyama
1. Holomorphic differential operators on Siegel modular forms and related topics	Tomoyoshi Ibukiyama (Osaka Univ.)
2. Holomorphic differential operators with iteration	Siegfried Boecherer
3. Holomorphic components of nonholomorphic differential operators (after restriction)	Siegfried Boecherer
4. Nearly holomorphic modular forms and differential operators	Atsuo Yamauchi (Nagoya Univ.)
5. Pullback formula and differential operators	Noritomo Kozima(TOkyo Inst. Tech.)
6. Lie algebra actions on modular forms	Rainer Shulze-Pillot(Saarland)
7. Holomorphic D-modules	Hiroyuki Ochiai (Nagoya Univ.)
8. Special values of the standard zeta functions of Siegel modular forms	Hidenori Katsurada (Muroran Inst. Tech.)
9. Periods of lifting	Tamotsu Ikeda(Kyoto Univ.)
10. Pullbacks of Saito-Kurokawa lifts	Atsushi Ichino (Osaka City Univ.)
11. On p-adic absolute CM-periods	Tomokazu Kashio and Hiroyuki Yoshida (Kyoto Univ.)

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第８回白馬整数論オータムワークショップ
"Periods and Automorphic Forms"
TITLE	AUTHOR
Preface,Contents,Program,Participants,	Hiroyuki Yoshida
1. Absolute CM-periods	Hiroyuki Yoshida
2. CM-periods, L-values and the CM main conjecture	Haruzo Hida
3. p-adic L-functions for Galois deformations and related problems on periods	Tadashi Ochiai
4. Congruence of Siegel modular forms and their zeta functions	Hidenori Katsurada
5. p-adic Absolute CM-periods I	Tomokazu Kashio and Hiroyuki Yoshida
6. p-adic Absolute CM-periods II	Tomokazu Kashio and Hiroyuki Yoshida
7. Triple products of Coleman's families and their periods	Alexei Panchishkin
8. The fundamental lemma and the Macdonald spherical functions	Masaaki Furusawa
9. CM values and central L-values of elliptic modular forms	Atsushi Murase
10. Petersson products of L^2-Siegel modular forms	Siegfried Boecherer and Francesco Chiera
11. Periods, dual reductive pairs, and seesaw identities	Rainer Schulze-Pillot
12. On some refinement of the Gross-Prasad conjecture	Atsushi Ichino and Tamotsu Ikeda
13. Representations of integers by positive definite quadratic forms	Winfried Kohnen
14. The relation between Petersson Inner products and a certain Galois action on modular forms with respect to any unitary group(no file)	Atsushi Yamauchi
15. On the Yoshida lift and the Doi-Naganuma lift	Takeo Okazaki
16. Indivisibility of special values of L-functions and orders of Selmer groups for modular forms	Masataka Chida
17. The Koecher-Maass series for real analytic Siegel Eisenstein series of degree two	Yoshinori Mizuno

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第９回白馬整数論オータムワークショップ
"Automorphic Forms on GSp(4)"
TITLE	AUTHOR
Cover, Preface and Contents, List of Participants, Program	Furusawa Masaaki
1. Saito-Kurokawa lifts and applications to arithmetic	Jim Brown
2. Restriction of Saito-Kurokawa representations	Wee Teck Gan
3. Endoscopy on GSp(4)	Kaoru Hiraga
4. Paramodular forms and compact twist	Tomoyoshi Ibukiyama
5. On integral representations of automorphic L-functions for GSp(4)	Atsushi Ichino
6. Automorphic zeta integrals on GSp(4)	Taku Ishii
7. On motives and l-adic Galois representations associated to automorphic representations of GSp(4)	Tetsushi Ito
8. On Ikeda's conjecture on the Petersson product of the Ikeda lift	Hidenori Katsurada and Hisa-aki Kawamura
9. Irreducible representations of GSp_4(F) over a p-adic field F	Kazuko Konno
10. Spectral decomposition of the automorphic spectrum of GSp(4)	Takuya Konno
11. Transfer from GL(2,D) to GSp(4)	Kimball Martin
12. Representations of GSp(4,R) with emphasis on discrete series	Tomonori Moriyama
13. Spinor L-functions of Arakawa lifting	Atsushi Murase and Hiro-aki Narita
14. Proof of van Geemen-Nygaard-van Straten's conjectures on Siegel modular threefold varieties	Takeo Okazaki
15. An alternative proof of a theorem about local new forms for GSp(4)	Brooks Roberts and Ralf Schmidt
16. A decomposition of the spaces S_k(Gamma_0(N))in degree 2 and the construction of hypercuspidal modular forms	Brooks Roberts and Ralf Schmidt
17. Level raising for GSp(4)	Claus M. Sorensen
18. On the transfer of automorphic representations from GSp(4) to GL(4)	David Whitehouse

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立命館大・青木宏樹

第１回保型形式周辺分野スプリングコンファレンス
「保型形式環」
タイトル	著者
表紙, 序文, 目次, Program
1.ジーゲル保型形式入門と保型形式環	阪大・伊吹山知義
2.Hilbert 保型形式環	東京理科大・浜畑芳紀
3.Hermitian Modular 形式のなす graded ring について（概観）	近畿大・長岡昇勇
4.Practical construction of Borcherds product
5.超球上の保型形式	北大・松本圭治
6.Codes, Invariant Polynomials and Modular Forms	九大・宗政昭弘
7.Some Codes Arising from Elliptic Modular Surfaces	立教大・塩田徹治
8.Finite Geometry and an Analogue of Modular Forms	九大・坂内英一

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第３回保型形式周辺分野スプリングコンファレンス
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第４回保型形式周辺分野スプリングコンファレンス
"Abelian Varieties and Siegel modular forms"
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