Here, the expression (1) is 0.1≤h_1≤1.0, the expression (2) is 30≤θ_1≤90, and the expression (3) is 0.05≤h_0≤0.5. 0.1≦h_1≦1.0…(1)、30≦θ_1≦90…(2)、0.05≦h_0≦0.5…(3) - 特許庁
EXPRESSION CONVERSION METHOD AND EXPRESSION CONVERSION DEVICE 表現変換方法及び表現変換装置 - 特許庁
(See the section on functions.) "return ( expression )"
(関数の章を参照)"return ( expression )"関数から戻ります。 - JM
An expression statement evaluates the expression list (which may be a single expression). 式文は式のリスト (単一の式のこともあります) を値評価します。 - Python
With this constitution, the following expression (1) is t ≤ T, and the expression (2) is b/t ≤ 0.5(B/T). t≦T ・・・・(1) b/t ≦0.5(B/T)・・・・(2) - 特許庁
The Expression (1) is γ=Mp/M, and the Expression (2) is Mlim=M'/γ. γ=Mp/M (1) Mlim=Mp´/γ (2) - 特許庁
Boolean-expression is composed with the operators | (or), (and), ^ (xor),and ~ (not).
boolean-expression は演算子| (or), & (and), ^ (xor), ~ (not)を使って組み立てられる。 - XFree86
EXPRESSION RECOGNITION METHOD AND EXPRESSION RECOGNITION DEVICE 表情認識方法及び表情認識装置 - 特許庁
SYSTEM ENABLING HIGH EXPRESSION OF GENE 遺伝子高発現系 - 特許庁
The expression (1-1): X>1.7; the expression (1-2): Y>110 and Z>1.6; and the expression (2): Y>110 and 1.6≥Z>1.3. X>1.7 式(1−1) Y >110であってZ >1.6 式(1−2) Y >110であって1.6≧Z >1.3 式(2) - 特許庁
FACE EXPRESSION AMPLIFICATION DEVICE, EXPRESSION RECOGNITION DEVICE, FACE EXPRESSION AMPLIFICATION METHOD, EXPRESSION RECOGNITION METHOD AND PROGRAM 顔表情増幅装置、表情認識装置、顔表情増幅方法、表情認識方法、及びプログラム - 特許庁
An expression of |Ii1|>Ii2 is satisfied. |Ii1|>Ii2である。 - 特許庁
Each 100% modulus has a relationship of the following expression (1): M100b>M100c>M100m. M100b > M100c > M100m −−−−(1) - 特許庁
VECTOR FOR MAMMARY GLAND EXPRESSION 乳腺発現用ベクター - 特許庁
UCP2 EXPRESSION PROMOTOR UCP2発現亢進剤 - 特許庁
INDUCTION TYPE HIGH EXPRESSION SYSTEM 誘導型高発現系 - 特許庁
the child's doleful expression 子供の悲しい表情 - 日本語WordNet
her startled expression 彼女の驚きの表現 - 日本語WordNet
an expression in parentheses
括弧ではさんだ表現 - 日本語WordNet
(iv) the expression of the characteristics of the variety;
四 品種の特性 - 日本法令外国語訳データベースシステム
Copyright 2001-2004 Python Software Foundation.All rights reserved. Copyright 2000 BeOpen.com.All rights reserved. Copyright 1995-2000 Corporation for National Research Initiatives.All rights reserved. Copyright 1991-1995 Stichting Mathematisch Centrum.All rights reserved.
Copyright (c) 2001 Robert Kiesling. Copyright (c) 2002, 2003 David Merrill. The contents of this document are licensed under the GNU Free Documentation License. Copyright (C) 1999 JM Project All rights reserved.