1.講究録 = RIMS Kokyuroku

京都大学数理解析研究所講究録
RIMS Kokyuroku

発行: 京都大学数理解析研究所
ISSN: 1880-2818
NCID: AN00061013
収録範囲: 第1巻(1964.10) -

This is a report of research done at Research Institute for Mathematical Sciences, Kyoto University. The papers contained herein are in final form and will not be submitted for publication elsewhere.

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   2267 Zeta functions and their representations   (2023-11)  

     表紙・目次
    

     Spherical functions and local densities for 𝘱-adic sesquilinear forms (Zeta functions and their representations)
    Hironaka, Yumiko 
     p.1 -16

     Joint value distribution of Dirichlet 𝘓-functions in the strip 1/2 < σ < 1 (Zeta functions and their representations)
    Inoue, Shōta 
     p.17 -27

     Spectral projective schemes and their applications (Zeta functions and their representations)
    Ohara, Mariko 
     p.28 -37

     ON LARGE PRIME FACTORS OF FOURIER COEFFICIENTS OF NEWFORMS (Zeta functions and their representations)
    Gun, Sanoli 
     p.38 -47

     Explicit results on Goldbach Functions (Zeta functions and their representations)
    Bhowmik, Gautami 
     p.48 -52

     DISTRIBUTIONS OF SUMS OF THE DIVISOR FUNCTION OVER FUNCTION FIELDS (Zeta functions and their representations)
    Lalín, Matilde N. 
     p.53 -62

     A residue calculus for few variants of MZV (Zeta functions and their representations)
    Nakamura, Yayoi 
     p.63 -75

     On multiple zeta functions of Arakawa-Kaneko and Euler-Zagier types (Zeta functions and their representations)
    Kawasaki, Naho 
     p.76 -81

     Sum formulas for Schur multiple zeta values (Zeta functions and their representations)
    Yamasaki, Yoshinori 
     p.82 -93

     AN EXTENSION OF CONVERSE THEOREMS TO THE SELBERG CLASS (Zeta functions and their representations)
    Booker, Andrew R.      Farmer, Michael      Lee, Min 
     p.94 -99

     Catalogue of modular relations for double zeta values (Zeta functions and their representations)
    Tasaka, Koji 
     p.100 -121

     Generalized Schubert Eisenstein series (Zeta functions and their representations)
    Choie, YoungJu 
     p.122 -128