Kumiko Nishioka (西岡 久美子, Nishioka Kumiko, born 1954) is a Japanese mathematician at Keio University. She specializes in transcendental numbers, and is known for her research related to the theory of and Painlevé transcendents. In 1996 she published the first comprehensive text on transcendence of Mahler functions, Mahler Functions and Transcendence, extending and generalizing . Her husband Keiji Nishioka is also a mathematician, and a coauthor.
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| - Kumiko Nishioka (en)
- 西岡久美子 (ja)
- Kumiko Nishioka (pt)
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| - Kumiko Nishioka (西岡 久美子, Nishioka Kumiko, born 1954) is a Japanese mathematician at Keio University. She specializes in transcendental numbers, and is known for her research related to the theory of and Painlevé transcendents. In 1996 she published the first comprehensive text on transcendence of Mahler functions, Mahler Functions and Transcendence, extending and generalizing . Her husband Keiji Nishioka is also a mathematician, and a coauthor. (en)
- 西岡 久美子(にしおか くみこ、1954年 - )は、日本の数学者。慶應義塾大学名誉教授。専門は超越数で、の理論に関する研究を行っている。 (ja)
- Kumiko Nishioka (西岡 久美子 Nishioka Kumiko?, 1954) é uma matemática japonesa, professora da Universidade Keio, especialista em números transcendentais e conhecida por suas pesquisas sobre a teoria das e transcendentes de Painlevé. Em 1996 publicou o primeiro texto compreensivo sobre transcendência de funções de Mahler, Mahler Functions and Transcendence, estendendo e generalizando o . Seu marido Keiji Nishioka é também um matemático e co-autor. (pt)
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| - Kumiko Nishioka (西岡 久美子, Nishioka Kumiko, born 1954) is a Japanese mathematician at Keio University. She specializes in transcendental numbers, and is known for her research related to the theory of and Painlevé transcendents. In 1996 she published the first comprehensive text on transcendence of Mahler functions, Mahler Functions and Transcendence, extending and generalizing . Her husband Keiji Nishioka is also a mathematician, and a coauthor. (en)
- 西岡 久美子(にしおか くみこ、1954年 - )は、日本の数学者。慶應義塾大学名誉教授。専門は超越数で、の理論に関する研究を行っている。 (ja)
- Kumiko Nishioka (西岡 久美子 Nishioka Kumiko?, 1954) é uma matemática japonesa, professora da Universidade Keio, especialista em números transcendentais e conhecida por suas pesquisas sobre a teoria das e transcendentes de Painlevé. Em 1996 publicou o primeiro texto compreensivo sobre transcendência de funções de Mahler, Mahler Functions and Transcendence, estendendo e generalizando o . Seu marido Keiji Nishioka é também um matemático e co-autor. (pt)
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