1.
The Structure of the Munn Semigroup of 0-unions of Two ω-chains and Congruences on It
两个ω链的0-直并的Munn半群的结构和同余
2.
SYNTHESIS OF SOME p-NITROPHENYL ESTERS OF ω-SUBSTITUTED LONG CHAIN ACID
一些不同链长的ω-取代长链羧酸对硝基苯酯的合成
3.
Convolution in ω-Ultradifferentiable Function Spaces of Beuling Tape ε_((ω))(Ω)
Beurling型ω-超广义函数ε_((ω))(Ω)中的卷积运算
4.
Study on Synthesis of ω,ω-Dibromo-p-phenyl Acetophenone
ω,ω-二溴-对苯基苯乙酮的合成研究
5.
1 The sample shall be considered to be representative of the stratum from which it was obtained by an appropriate, accepted, or standard procedure.
匝?Ω帽蝗衔?堑夭愕拇?硌?
6.
ω~T-Noetherian Rings and μ-Noetherian Rings
ω~T-Noether环与μ-Noether环
7.
Operators Related to Log-ω-hyponormality and p-ω-hyponormality
与log-ω-亚正规性和p-ω-亚正规性相关的算子
8.
In this note, we proved that 2° equivalent to that every normal X(X) ≤ 2ω,t (X)≤ω, DCCC submetaLindelof space is paracompact. This makes the equivalent characterization of 2ω < 2ω1 more thorough.
本文证明了“2~ω等价的,从而使关于2~ω等价刻更趋于完整。
9.
In this note, we proved that 2° that every normal X(X) ≤ 2ω,t (X)≤ω, DCCC submetaLindelof space is paracompact. This makes the equivalent characterization of 2ω < 2ω1 more thorough.
本文证明了“2~ω是等价的,从而使关于2~ω的等价刻更趋于完整。
10.
Study on ω-3 and ω-6 polyunsaturated fatty acid in eggs
禽蛋ω-3系列、ω-6系列多不饱和脂肪酸含量研究
11.
Random fixed point of some random operator equation A(ω,x,x)+u_0=B(ω,x)
一类随机算子方程A(ω,x,x)+u_0=B(ω,x)的迭代收敛性
12.
THE CHARACTERISTIC ON THE 1-ω PARTS AND ω PARTS IN SUPERCONDUCTOR’S AFFECTION SUPERCONDUCTIVITY
超导材料中1-ω部分、ω部分对超导电性影响的特征
13.
2.Eat More Fish Fish is the best source of omega 3 fatty acids.
2.多吃鱼鱼中富含Ω－3脂肪酸。
14.
Eat More Fish fish is the best source of omega 3 fatty acids.
多吃鱼鱼中富含Ω－3脂肪酸。
15.
We should stand by our promises under any circumstances.
谌魏吻榭鱿挛颐嵌加Ω眯攀嘏笛浴
16.
When ω=0, equation (69) changes into the stock distribution equation of bell type.
当ω=0时,方程(69)变成料钟型布料方程.
17.
Studies on J/ψ → p(?)ωdecay with Final State Interaction;
J/ψ → p(?)ω过程中的末态相互作用研究
18.
Generalized Bruck-Reilly Semigroups, Bisimple and Simple Inverse ω~2-Semigroups;
广义Bruck-Reilly扩张和双单及单逆ω~2-半群