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To distribute power from a prime motor at a more ideal ratio according to a state, though the power has been generally distributed at a certain ratio.例文帳に追加
一定の比率で分配するのが一般的であった原動機からの動力を、状況に応じたより理想的な比率で分配する。 - 特許庁
Following the resignation of Prime Minister Kan, I expect that the Democratic arty of Japan’s (DPJ’s) leadership election will be promulgated tomorrow. What is your idea of an ideal leader?発音を聞く 例文帳に追加
菅総理の退陣に伴って、明日、民主党の代表選が告示されると思うのですが、大臣は望ましい代表像というか、リーダー像というのはどのようにお考えでしょうか。 - 金融庁
In response, the Japan Investment Council Expert Committee (Chair: Haruo Shimada, Professor of Keio University, Special Advisor to the Cabinet Office), which is under the auspices of the Japan Investment Council (Chair: Prime Minister), was resumed in October 2002. The Expert Committee deliberated on the ideal vision of measures to promote FDI into Japan. In March 2003,the committee compiled the Program for the Promotion of Foreign Direct Investment into Japan, which consisted of a report and an appendix to the report consisting of 74 concrete measures under five priority categories: (i) review of administrative procedures; (ii) improvement of the business environment; (iii)creation of favorable employment and living environments; (iv) improvement of local and national structures and systems; and (v) dissemination of information within Japan and abroad. The program was presented to and approved by the Japan Investment Council (Fig.3.1.15).例文帳に追加
これを受け、対日投資会議(議長:内閣総理大臣)の下部機関である対日投資会議専門部会(部会長:島田晴雄慶應大学教授・内閣府特命顧問)を同年10月に再開、対日投資促進策のあり方について検討を行い、2003年3月に報告書、及び①行政手続の見直し、②事業環境の整備、③雇用・生活環境の整備、④地方と国の体制整備、⑤内外への情報発信等5つの重点分野・74項目の施策からなる報告書別表を「対日投資促進プログラム」としてとりまとめ、対日投資会議にて報告・了承された(第3-1-15表)。 - 経済産業省
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Wiktionary英語版での「prime ideal」の意味 |
prime ideal
語源
By analogy with the notion of prime number in number theory.
名詞
prime ideal (複数形 prime ideals)
- (algebra, ring theory) Any (two-sided) ideal such that for arbitrary ideals and , or .
- 1960 [Van Nostrand], Oscar Zariski, Pierre Samuel, Commutative Algebra, Volume II, 1975, Springer, page 39,
- Given a prime number , there is only a finite number of prime ideals in such that (they are the prime ideals of ).
- 1970 [Frederick Ungar Publishing], John R. Schulenberger (translator), B. L. van der Waerden, Algebra, Volume 2, 2003, Springer, page 189,
- In the rings studied in Section 17.4 a nonzero prime ideal is divisible only by itself and by on the basis of Axiom II; thus, in that section there are no lower prime ideals but . Since every ideal is divisible by a prime ideal distinct from (proof: from among all the divisors of a distinct from choose a maximal one; since this ideal is maximal it is also prime), it follows that a cannot be quasi-equal to .
- 2004, K. R. Goodearl, R. B. Warfield, Jr., An Introduction to Noncommutative Noetherian Rings, 2nd Edition, Cambridge University Press, page 47,
- In trying to understand the ideal theory of a commutative ring, one quickly sees that it is important to first understand the prime ideals. We recall that a proper ideal in a commutative ring is prime if, whenever we have two elements and of such that , it follows that or ; equivalently, is a prime ideal if and only if the factor ring is a domain.
- 1960 [Van Nostrand], Oscar Zariski, Pierre Samuel, Commutative Algebra, Volume II, 1975, Springer, page 39,
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