• 検索結果がありません。

『日本語科学』19号 正誤表

N/A
N/A
Protected

Academic year: 2021

シェア "『日本語科学』19号 正誤表"

Copied!
2
0
0

読み込み中.... (全文を見る)

全文

(1)

国立国語研究所学術情報リポジトリ

『日本語科学』19号 正誤表

雑誌名

日本語科学

20

ページ

120-120

発行年

2006-10-10

URL

http://id.nii.ac.jp/1328/00002168/

(2)

the malluscript(two w油author’s name and two wlthout author’s name) together. As a rule, manuscripts will not be returned to authors. should be sent 8 . Corrections aRd Revisions of Manuscripts After the editorial committee makes a decision to publish a manuscript, they may request that the author make changes to the style and forrnat. The committee may also make minor format changes at its discretion. Once the decision to publish a manuscript is made, the author wlll not be allowed to make any further changes to his/her manuscript, except where revisions are requested by referees and the editorial committee. ・︶ 0︾ユ 2) 3)

Copyright

Authors are responslble for obtaining written coRsent from research subjects, as well as permission to use any copyrighted material or databases as a source in their rnanus¢ripts. The copyright for all papers published in the journal belongs to The National lnstitute for Japanese Language (according to the Copyright Law of Japan, inc}uding Articles 27 and 28). Summaries of published articles appear in Lingutstic Abstracts (Arizona State University) in English. Manuscripts should be submitted to: Editorial Cominittee, Japanese Linguistics The National lnstitute for Japanese Language 3591−2 Midori−ch6, Tachikawa−shi, T6ky6 190−8561 JAPAN For further inforrnation, contact the editoriai committee at the above address or send a fax or e−mai} to: FAX: 042−540−4333 E−mail: kagaku @ kokken.go.jp p.117

7行目 誤:添田建次鄭

艮日本語科学』19号 正誤表

→正:添田建治郎

220

参照

関連したドキュメント

The performance measures- the throughput, the type A and type B message loss probabilities, the idle probability of the server, the fraction of time the server is busy with type r,

Key words and phrases: Linear system, transfer function, frequency re- sponse, operational calculus, behavior, AR-model, state model, controllabil- ity,

Making use, from the preceding paper, of the affirmative solution of the Spectral Conjecture, it is shown here that the general boundaries, of the minimal Gerschgorin sets for

All (4 × 4) rank one solutions of the Yang equation with rational vacuum curve with ordinary double point are gauge equivalent to the Cherednik solution.. The Cherednik and the

Kraaikamp [7] (see also [9]), was introduced to improve some dio- phantine approximation properties of the regular one-dimensional contin- ued fraction algorithm in the following

Henry proposed in his book [7] a method to estimate solutions of linear integral inequality with weakly singular kernel.. His inequality plays the same role in the geometric theory

Goal of this joint work: Under certain conditions, we prove ( ∗ ) directly [i.e., without applying the theory of noncritical Belyi maps] to compute the constant “C(d, ϵ)”

品名(Part name) 数量(Quantity).. 品名(Part name) 数量(Quantity).. 品名(Part name) 数量(Quantity).. 部品番号 (Part No.) 品名(Part name)