Nariyuki MINAMI

Nariyuki MINAMI

Ph.D.
Deputy Director

Research Description

Spectra of random operators, Infectious disease modeling

Selected Journal Publications

  1. 南 就将  (2016)  感染症の数理モデル―大学初年次で学ぶ数学の応用例  慶應義塾大学日吉紀要 自然科学  58: 33-51 

  2. N. Minami (2015) Definition and Self-Adjointness of the Stochastic Airy Operator. Markov Processes and Related Fields 21: 695-711

     arxiv
  3. 南 就将、水野洸太、南 隆二 (2013) 異なる接触頻度を持つ個体からなる人口集団における感染症流行のモデル化について 慶應義塾大学日吉紀要自然科学 53: 23-44

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  4. 南 就将 (2012) New Proofs of Some Basic Theorems on Stationary Point Processes. 慶應義塾大学日吉紀要自然科学 52: 49-58

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  5. Minami, N. (2011) Energy level statistics : a formulation and some examples. in "Spectra of random operators and related topics". RIMS Kôkyûroku Bessatsu B27: 79-97

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  6. 南 就将, 笠原勇二, 若林誠一郎, 平良和昭 (2010) 明解 微分積分. 数学書房 

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  7. Makino, H., Minami, N. & Tasaki, S. (2009) Statistical properties of spectral fluctuations for a quantum systems with infinitely many components. Phys. Rev. E79, 036201, 10pp.

    doi
  8. Minami N. (2005) On the number of vertices with a given degree in a Galton-Watson tree. Adv Appl Probab 37: 229-264

    doi
  9. Hiratsuka T. and Minami N. (2001) Derivation of Wigner's semi-circle law for a class of matrix ensembles via Brownian motion. Tsukuba J Math 25: 443-464

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  10. Minami N. (2000) On the Poisson limit theorems of Sinai and Major. Comm Math Phys 213: 203-247

    doi
  11. Minami N. (1996) Local fluctuation of the spectrum of a multidimensional Anderson tight binding model. Comm Math Phys 177: 709-725

    doi
  12. Minami N. (1994) Level clustering in a one-dimensional finite system. Prog Theor Phys Supplement 116: 359-368

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  13. Minami N. (1992) Random Schroedinger operators with a constant electric field. Anna Inst Henri Poincare, Physi Theor 56: 307-344

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  14. Minami N. (1986) An extension of Kotani's theorem to random generalized Sturm-Liouville operators. Comm Math Phys 103: 387-402

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  15. Minami N. (2007) Theory of point processes and some basic notions in energy level statistics. CRM Proceedings and Lecture Notes 42: 353-398 

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  16. 南 就将 (2000) 点過程論によるエネルギー準位統計の数学的基礎付け. 物性研究 73: 957-1011

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