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| Title |
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Koenigsberger's irreducibility theorem
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| Other Title |
| Title |
Koenigsberger の既約性定理
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| Kana |
Koenigsberger ノ キヤクセイ テイリ
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| Romanization |
Koenigsberger no kiyakusei teiri
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| Creator |
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西岡, 啓二
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| Kana |
ニシオカ, ケイジ
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| Romanization |
Nishioka, Keiji
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| Affiliation |
慶應義塾大学環境情報学部教授
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| Affiliation (Translated) |
Professor, Faculty of Environmental and Information Studies, Keio University
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慶應義塾大学湘南藤沢学会
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| Kana |
ケイオウ ギジュク ダイガク ショウナン フジサワ ガッカイ
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| Romanization |
Keio gijuku daigaku Shonan Fujisawa gakkai
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2010
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Keio SFC journal
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10
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1
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2010
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| Start page |
97
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| End page |
100
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| Abstract |
A theorem due to G. Floquet concerning the irreducibility of linear differential operators is an analogy to Eisenstein's theorem known in the polynomial algebra theory. This fact was indicated by L. Koenigsberger, who studied the irreducibility by the simple use of Taylor expansion. Stressing the local property of the discussion, the present note consolidates the classical results.
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| Keyword |
| Linear differential operators
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