ZETA REGULARIZATIONS AND $q $-ANALOGUE OF RING SINE FUNCTIONS

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概要

• 論文の詳細を見る
• Faculty of Mathematics, Kyushu Universityの論文

著者

• Wakayama Masato

  Faculty Of Mathematics Kyushu University

• KUROKAWA Nobushige

  Department of Mathematics Tokyo Institute of Technology

• SONOKI Chie

  Graduate School of Mathematics Kyushu University

• KIMOTO Kazufumi

  Graduate School of Mathematics Kyushu University

関連論文

• APERY-LIKE NUMBERS ARISING FROM SPECIAL VALUES OF SPECTRAL ZETA FUNCTIONS FOR NON-COMMUTATIVE HARMONIC OSCILLATORS
• PERIOD DEFORMATIONS AND RAABE'S FORMULAS FOR GENERALIZED GAMMA AND SINE FUNCTIONS
• Remarks on Shintani's zeta function
• Splitting density for lifting about discrete groups
• Regularizations and finite ladders in multiple trigonometry
• EXTREMAL VALUES OF DOUBLE AND TRIPLE TRIGONOMETRIC FUNCTIONS
• A VARIATION OF EULER'S APPROACH TO VALUES OF THE RIEMANN ZETA FUNCTION
• ZETA REGULARIZATIONS AND $q $-ANALOGUE OF RING SINE FUNCTIONS
• Zeros of Witten zeta functions and absolute limit
• Formal group laws for multiple sine functions and applications

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