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institution

National Institute of Technology, Sasebo College

Japan

7 papers here17 citations across 7
fields
  • math-ph3
  • math.AG2
  • cond-mat.dis-nn1
  • quant-ph1
ROR 02vvp2k82OpenAlex

affiliations via OpenAlex

output
20132018
most citedFrom Euler's elastica to the mKdV hierarchy, through the Faber polynomials

6 citations

researchers with a paper here

Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.

  • S. Matsutani7 · h 18
  • E. Previato2 · h 20
  • J. Komeda2 profiles2 · h 13
  • Hiroyasu Hamada1 · h 3
  • H. Mitsuhashi1 · h 7
  • I. Sato1 · h 17
  • Junichi Nakagawa1 · h 2
  • M. Uesaka1 · h 4
  • N. Konno1 · h 33
  • O. Saeki1 · h 23
  • Yoshiyuki Shimosako1 · h 4
  • Yusuke Ide1 · h 8
collaborating institutions
  • Kyushu UniversityJP3 papers
  • Boston UniversityUS2 papers
  • Kanagawa Institute of TechnologyJP2 papers
  • Canon (Japan)JP1 paper
  • Hosei UniversityJP1 paper
  • Kanagawa UniversityJP1 paper
  • National Institute of Technology, Oyama CollegeJP1 paper
  • Yokohama National UniversityJP1 paper
Showing math.AGShow all

2 papers · 1 filter

math.AG2018

Jacobi inversion formulae for a curve in Weierstrass normal form

Jiyro Komeda, Shigeki Matsutani

We consider a pointed curve (X,P) which is given by the Weierstrass normal form, yr+A1​(x)yr−1+A2​(x)yr−2+⋯+Ar−1​(x)y+Ar​(x) where x is an aff…

math.AG2017★ 5 cited

The sigma function for trigonal cyclic curves

Jiryo Komeda, Shigeki Matsutani, Emma Previato

A recent generalization of the "Kleinian sigma function" involves the choice of a point P of a Riemann surface X, namely a "pointed curve" (X,P). This paper concludes our ex…

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