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- 巴顿,D.H.R.(1918-)Derek Harold Richard Barton (1918~)
- 修正的Reich-Takahashi迭代法Modified Reich-Takahashi Iteratiob method
- 具误差的Reich-Takahashi迭代序列Reich-Takahashi iterative sequence with errors
- (1918-1970)使苏伊士运河恢复国有的埃及政治家。Egyptian statesman who nationalized the Suez Canal (1918-1870).
- 规范场-鬼场固有顶角的Ward-Takahashi恒等式WARD-TAKAHASHI IDENTITIES FOR GAUGE.GHOST FIELD PROPER VERTICES
- 纳尔逊 - 曼德拉 (1918- ),南非律师,政治活动家,总统。Nelson Mandela (1918--), South African Lawyer and political activist, and president.
- Banach空间中Reich-Takahashi迭代法的强收敛问题Strong convergence problem of the Reich-Takahashi iteration method in Banach spaces
- 糙面伪钟虫 Pseudovorticella punctata(Dons, 1918)Warren,1987;Pseudovorticella punctata (Dons, 1918) Warren, 1987;
- 此外还给出了BRS变换下的Ward Takahashi恒等式 .The Ward Takahashi identities for BRS transformation are also obtained.
- 因而,设计PCR引物时宜选择Takahashi等分离株为标准。In China these viruses share high homology with Takahaski’s strains which might be good standards for primer designation.
- [2]在1918-1919年间,正碰上他妻子患有严重的精神病,他的创造力也明显下降。[2] The period of 1918 - 1919 saw a decline in his creative endeavour: this coincided with the severe mental illness of his wife.
- 第一次世界大战(1918)在默兹-阿贡的一次战斗;美国军队首次攻击水下法国军队的战斗a battle in the Meuse-Argonne operation in World War I (1918); the battle in which American troops launched their first offensive in France
- (2+1)维手征Gross-Neveu模型的Ward-Takahashi恒等式和质量谱Chiral Symmetry, Ward-Takahashi Identities and Mass Spectra in (2+1) Dimensional Chiral Gross-Neveu Model
- 尼尔森,比尔吉特生于1918瑞典歌剧女高音歌唱家,以扮演华格纳作品中的角色而著名的Swedish operatic soprano noted for her Wagnerian roles.
- Banach空间中有限族渐近非扩张映象的修正Reich-Takahashi迭代程序的收敛性The astringency of Reich-Takahashi Iterator
- 一战(1918)中的美国军事行动,玻欣指挥下的美军击退了只能通过11月11日休战来解救的德军。An American operation in World War I (1918),American troops under Pershing drove back the German armies which were saved only by the Armistice on November 11.
- 在(2+1)维手征Gross-Neveu模型中有限温度的Ward-Takahashi恒等式和手征相变Chiral Ward-Takahashi Identities at Finite Temperature and Chiral Phase Transition in (2+1) Dimensional Chiral Gross-Neveu Model
- 即便如此,这株毒性特强、传染性甚高的流感病毒于1918~1919年肆虐全球,据信造成4000万人死亡。Still, this particularly virulent and infectious strain of the flu virus is thought to have killed as many as 40 million people around the world between 1918 and 1919.
- 茶单盾蚧山香圆变种(Fiorinia theae var.turpiniae Takahashi)在广西的首次记录A NEW RECORD OF FIORINIA THEAE VAR.TURPINIAE TAKAHASHI IN KWANGSI CHUANG AUTONOMUS REGION
- 帕里什,塞莱斯蒂娅·苏姗娜1853-1918美国教育家,因其对增加妇女受大学教育的机会和提高质量所作出的努力而闻名American philanthropist who founded(1795)the Philadelphia House of Industry,the first charitable institution for women in the United States.