Biography:Jun-iti Nagata

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Short description: Japanese mathematician
Dr

Jun-iti Nagata
長田潤一
Jun-iti Nagata.jpg
Jun-iti Nagata in 1977
Born1925 (1925)
DiedNovember 6, 2007(2007-11-06) (aged 81–82)
NationalityJapanese
OccupationMathematician
Known forNagata–Smirnov metrization theorem
TitleProfessor emeritus
Academic background
EducationPhD
Alma materOsaka University
Doctoral advisorKiiti Morita
Academic work
DisciplineTopology mathematics
InstitutionsOsaka Kyoiku University, Osaka Electro-Communication University
Notable worksModern Dimension Theory, Modern General Topology

Jun-iti Nagata (長田 潤一, Nagata Jun'ichi, 1925 - 6 November 2007) was a Japanese mathematician specializing in topology.

In 1956, Jun-iti Nagata earned his PhD from Osaka University under the direction of Kiiti Morita. He was the author of two standard graduate texts in topology: Modern Dimension Theory[1] and Modern General Topology.[2] His name is attached to the Nagata–Smirnov metrization theorem, which was proved independently by Nagata in 1950 and by Smirnov in 1951, as well as the Assouad–Nagata dimension of a metric space, which he introduced in a 1958 article.[3]

Nagata became a professor emeritus at both Osaka Kyoiku University, where he taught for 10 years, and Osaka Electro-Communication University, where he taught for 5 years.

Works

  • Jun-iti Nagata: Modern Dimension Theory, Interscience Publishers (1965)
  • Jun-iti Nagata: Modern General Topology, John Wiley (1968), ISBN:0-444-87655-3
  • Kiiti Morita – Jun-iti Nagata: Topics in General Topology, North-Holland (1989) ISBN:0-444-70455-8
  • K.P. Hart, Jun-iti Nagata, and J.E. Vaughan: Encyclopedia of General Topology, Elsevier Science (August 16, 2004), ISBN:0-444-50355-2

References

  1. Nagata, Jun-iti (1965). Modern Dimension Theory. Interscience Publishers. https://archive.org/details/moderndimensiont0000naga. 
  2. Nagata, Jun-iti (1968). Modern General Topology. John Wiley. ISBN 0-444-70455-8. https://archive.org/details/moderngeneraltop0000naga. 
  3. Nagata, J. (1958). "Note on dimension theory for metric spaces". Fundamenta Mathematicae 45: 143–181. doi:10.4064/fm-45-1-143-181. 

External links