勒贝格可测集和疏朗完备集是两类重要集合，是实变函数中的重要内容。
Lebesgue measurable set and the complete and nowhere dense set are two kinds of important set and are the important content in the real variable function.
最初该项研究由于缺乏志愿者而蹒跚缓行，而勒贝格(Lebegue)最终从基地调走了。
The initial study faltered because of a lack of volunteers, and Lebegue eventually transferred from the base.
在构造了完备化空间之后，证明了该空间就是勒贝格可积函数空间，从而说明了黎曼积分的完备化形式是勒贝格积分。
After constrcting the perfective space prove that this space is just the space of lebes gue integratiable function thus explain that lebes gue integral is the form of the perfective riemann integral.
一些肥胖专家对帕勒贝格和阿尔斯通的观点表示赞同，玛格。伍坦就是其中之一。玛格。伍坦是公众利益科学中心的营养政策主管。
There are some obesity experts who agree with Paarlberg and Alston, including Margo Wootan, the director of nutrition policy at the Center for Science in the Public Interest.
卡岑贝格与格芬初次相遇时是迪勒的助手，他称他的朋友拥有一种不可思议的能力，能吸收大量信息，并迅速保留那些重要信息。
Mr Katzenberg, who was Mr Diller's assistant when he first met Mr Geffen, says his friend has an uncanny ability to absorb large amounts of information, quickly retaining what is important.
1920年，克利福和康士丹斯回到了克利福的祖传宅地勒格贝。
This was in 1920. They returned, Clifford and Constance, to his home, Wragby Hall, the family 'seat'.
这些人都觉得被请到勒格贝来是荣幸的，于是他们歌颂他。
And they were flattered at being asked to Wragby, and they praised.
克利福自称勒格贝比伦敦可爱。
演员休·杰克曼，凯特·贝金赛尔，理查·劳斯伯格和舒勒·汉斯利评论。
Commentary by actors Hugh Jackman, Kate Beckinsale, Richard Roxburgh and Shuler Hensley.
这是十一月的一个美丽的日子……在勒格贝，这算是美丽的了。
这是十一月的一个美丽的日子……在勒格贝，这算是美丽的了。
应用推荐