many adj. (more; most) (opp. few; cf. much) 许多的,多数的,很多的,多。 ★ 1. 在口语中,尤其是在英国口语中,除用作肯定句的主词或接用于 too, so, as, how 之后以外,带有否定、疑问、条件意义:M- people think so. Did you see many people? 2. 在其他肯定句中常作 a lot of, a (large) number of, a great [good] many 等的代用语。 3. 文语中通例是以单数用作倒装句法中的表语:Many's the time (=often) I've seen him do it。 pron. 许多人[物]。 M- of us were tired. 我们当中的许多人都疲倦了。 I have a few, but not many. 我有一点儿,可是不多。 n. 1.多数人[东西]。 There are a good many of them. 那样的人很多[那种东西很多]。 A great many stayed away. 很多人没来。 2.〔the many〕大多数人,一般人,群众。 a good [great] many很多的,非常多的。 as many 和…一样多(的);同数(的) (He made six mistakes in as many lines. 六行里就错了六处)。 as many again 再同样多的,加倍的。 as many as ... 1. 多少…多少,…的都… (Take as many as you want. 你要多少就拿多少。 They admit as many as come. 来多少就可以进去多少)。 2. 整整的〔一般指数目而言〕(He has been working at his book as many as five years. 他的书已经整整写了五年了)。 as [like] so many 1.像许多人一样(He failed like so many before him. 像他前面的许多人一样,他失败了)。 2. 同数的,和…一样多的(=as many)。 be one too many 多余的东西,碍手碍脚的东西。 be (one) too many for 比某人高明,胜过某人;为某人所不能理解 (He is (one) too many for me. 我弄他不赢,我拿他没办法)。 how many 多少,几何 (How many boys are there? 有多少男孩?)。 many a [an] 〔诗、古〕许许多多,很多(many a day 多日〔语气较强于 manydays〕)。 many a [〔古语〕 an] one 许许多多人。 M- a pickle makes a muckle. 积少成多,集腋成裘。 many (and many )a time =many a time and oft 〔诗、古〕 = on many occasions =many times 多次,不知多少次。 not many 〔俚语〕少许的,些少的。 not so many as 没那么多,少于。 so many 那么多的,同数的 (in so many words 露骨地(说)。 So many men, so many minds. 〔谚语〕十人十心。 There are so many mistakes that I can not count them. 错误多得数不清)。
Taking attributed scattering center - based classification as example , the computation of feature likelihood function under many - many and 1 - 1 correspondence are studied , by using the algorithm of bipartite graph perfect matching to find the optimal 1 - 1 correspondence , the computation efficiency is improved greatly , the relations of likelihood function between 1 - 1 and many - many correspondence are analyzed , and two sub - optimal methods of calculating the likelihood function of 1 - 1 correspondence are presented 本章以基于属性散射中心特征的分类为例,深入研究了多?多对应和1 ? 1对应特征似然函数的计算,通过将求解二分图最佳匹配的算法用于寻找特征之间的最优1 ? 1对应关系,有效提高了1 ? 1对应特征似然函数的计算效率,分析了1 ? 1对应和多?多对应特征似然函数之间的关系,给出了两种次优的1 ? 1对应特征似然函数计算方法。