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Nobushige Kurokawa

From Wikipedia, the free encyclopedia

Nobushige Kurokawa (黒川 信重, Kurokawa Nobushige, born 1952) is a Japanese mathematician working in number theory, especially analytic number theory, multiple trigonometric function theory, zeta functions and automorphic forms. He is currently a professor emeritus at Tokyo Institute of Technology.[1]

Nobushige Kurokawa
Born1952
NationalityJapan
Alma materTokyo Institute of Technology (Ph.D., 1982)[2]
Known forGeneralized Ramanujan conjecture[3]
Saito-Kurokawa conjecture
Absolute mathematics
Scientific career
FieldsMathematics
InstitutionsTokyo Institute of Technology

Books

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  • with Shin-ya Koyama, 多重三角関数論講義 (Lectures on multiple sine functions), 2010. Lectures notes originally from April–July 1991 at University of Tokyo.
  • with Shinya Koyama, Absolute Mathematics, 2010. (Japanese)
  • Pursuit of the Riemann Hypothesis: ABC to Z, 2012. (Japanese)
  • Beyond the Riemann Hypothesis: Deep Riemann Hypothesis (DRH), 2013. (Japanese)
  • Modern trigonometric function theory, 2013. (Japanese)
  • Principles of Absolute Mathematics, 2016. (Japanese)
  • The World of Absolute Mathematics: Riemann Hypothesis, Langlands conjecture, Sato conjecture, 2017. (Japanese)
  • with Shinya Koyama, Introduction to the ABC conjecture, 2018. (Japanese)

References

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  1. ^ Ishikura, Tetsuya. "Mathematician in KyotoJapan cracks formidable brainteaser". Retrieved 15 June 2018.
  2. ^ "T2R2 Tokyo Tech Research Repository".
  3. ^ Buzzard, Kevin. "Notes on Siegel Modular Forms" (PDF).
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