Albright added, " We think it could open up a whole new set of medicines to go in and change your DNA."
“我们认为这可以开发出一整套全新的医学来改变DNA。”
单词 | Open set |
释义 |
Open set
原声例句
VOA Special 2020年3月合集 Albright added, " We think it could open up a whole new set of medicines to go in and change your DNA." “我们认为这可以开发出一整套全新的医学来改变DNA。” 《金融时报》 Podcast And that opens up a whole other set of discussions about it, life isn't really like that. 这就引发了一系列关于它的讨论, 生活并不是真的那样。 华研专八听力 You start separating yourself from other people and what this does is it starts to open a whole new set of opportunities. 你开始把自己和其他人分开,这会带来一系列全新的机会。 TED演讲(视频版) 2019年9月合集 And once you understand them, it opens up a very different set of solutions that should be offered to people alongside the option of chemical antidepressants. 一旦你理解了它们,它就会开辟一套非常不同的解决方案, 应该与化学抗抑郁药的选择一起提供给人们。 欧·亨利小说精选集 Soapy straightened the lady missionary's readymade tie, dragged his shrinking cuffs into the open, set his hat at a killing cant and sidled toward the young woman. 索比拉直女传教士现成的领带,将缩水的袖口拉到敞开的地方,把帽子戴得凶狠, 然后侧身朝年轻女子走去。 苹果2023年秋季发布会 And you can choose from a set of actions and easily switch between them, or you can use shortcuts to open up an even wider set of options, from simply launching your favorite app to running your own custom shortcuts. 你可以从一组操作中进行选择, 并轻松地在它们之间切换, 或者你可以使用快捷方式来打开更广泛的选项, 从简单地启动你最喜欢的应用程序到运行你自己的自定义快捷方式。
中文百科
开集![]() ![]() ![]() 开集是指不包含自己边界点的集合。或者说,开集包含的任意一点的充分小的邻域都包含在其自身中。 例如,实数线上的由不等式 开集的概念一般与拓扑概念是紧密联系着的,通常先公理化开集,然后通过其定义边界的概念。(详细请参照拓扑空间)
英语百科
Open set 开集![]() ![]() ![]() In topology, an open set is an abstract concept generalizing the idea of an open interval in the real line. The simplest example is in metric spaces, where open sets can be defined as those sets which contain an open ball around each of their points (or, equivalently, a set is open if it doesn't contain any of its boundary points); however, an open set, in general, can be very abstract: any collection of sets can be called open, as long as the union of an arbitrary number of open sets is open, the intersection of a finite number of open sets is open, and the space itself is open. These conditions are very loose, and they allow enormous flexibility in the choice of open sets. In the two extremes, every set can be open (called the discrete topology), or no set can be open but the space itself (the indiscrete topology). |
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