explicit adj. 1.明白的,明确的 (opp. implicit). 2.直爽的,不隐讳的。 3.显然可见的。 4.(租金等)须直接付款的。 explicit definition 【数学】显定义。 explicit cost 直接以货币支付的成本。 explicit function 【数学】显函数。 an explicit statement 明确的声明。 explicit faith [belief] 彻底了解教义后的明确的信仰。 be explicit in one's statement 率直陈述。 adv. -ly ,-ness n.
expression n. 1.表现,表示,表达。 2.词句;语句,措辞,说法。 3.表情,脸色,态度;腔调,声调。 4.【数学】式,符号。 5.(油的)榨出,压榨。 6.【生物学】表现度。 emotional expression 表情。 a happy expression 妙言。 an odd expression 怪话。 the expression of the eye 眼睛表情,眼色。 a smiling expression 笑脸。 beyond [past] expression 形容不出,无法表达。 find expression (in) (在…中)表现出来…,表现在…。 give expression to 表达,反映(give the fullest expression to their initiative 充分表现他们的积极性)。 expression mark 【音乐】表示感情色彩的符号。 adj. -al 表现的;表情的。 n. -ism 【美术】表现主义;表现派。 -ist 1.n. 【美术】表现主义者,表现派。 2. 表现派的〔亦作 expressionistic〕。 adj. -less 缺乏表情的,呆板的。
One class of polling system is considered . by using technology of branching processes , the explicit expression of the expected number of customers in busy period with gated discipline is obtained 摘要考虑一类符合闸口原则的排队系统,利用分支过程的技巧和方法,得到了其一个忙期内的平均顾客数。
Firstly , the relationship between im , compensator and plant has been studied from the viewpoint of poles placement , according to which , the relevant explicit expression has been deduced 在对重复控制理论的研究中,本文首先从极点与性能的关系出发,重新讨论了重复控制系统中各参数之间的关系。
The performance of highly nonlinear mapping for neural network was adopted to supply an explicit expression , so the method such as firstorder reliability method can be used again 该方法利用神经网络的非线性映射能力,构造出显式表达的极限状态方程,从而可以很方便的引入一次二阶矩等其他基本求解方法进行结构可靠度分析。
Particularly , explicit expression for connectivity of cayley digraphs is given , doom and meng ' s results are also generalized and improved . at last , cayley digraphs with optimal connectivity are analyzed 特别地,给出了cayley图连通度的精确表达式,推广并改进了doorn和孟吉祥的结果,并在最后分析了一些达到最优连通度的cayely图类。
According to the problem that performance functions for structures are difficult to be explicit expressed , a method based on neural network was utilized to transform the implicit function into an explicit expression 摘要针对结构可靠度分析中极限状态方程不能明确表达的情况,结合神经网络技术,提出了隐式极限状态方程转换为显式表达式的方法。
In chapter we give out an explicit expression of classical capacity of general fermi quantum channel for single mode fermion system under the restriction of input average occupation numbers of fermions ( that is the input power restriction ) 第二章给出了输入费米子平均占据数限定(平均输入功率限定)的条件下的单模费米系统量子信道的经典容量。
In the second chapter , the nonlinear optical properties are described from both macroscopic and microscopic views , at the same time , giving the definitions of the linear and nonlinear polarizabilities . then , the explicit expressions of the linear and nonlinear polarizabilities are obtained by using quantum mechanical perturbation theory and density matrix formalism , respectively 第二章非线性光学性质,首先分别从宏观和微观两个角度讨论了极化强度和电偶极矩与外加光电场强度之间的关系,同时给出了线性极化率和非线性超极化率的定义,然后分别运用含时微扰理论和密度矩阵理论求解了分子体系的线性极化率和非线性超极化率。
In this papcr , wc discussed the fully discrete multi - type risk model and several random variables relate to the time of ruin . the recursive formulas and explicit expressions of ruin probability and the distribution law of the surplus immediately before ruin were obtained . by " martingale approach " , wc get an upper bound of ruin probability 本文在经典风险模型的基础上建立了完全离散的多险种风险模型并对该模型讨论了几个和破产时刻有关的随机变量。得到了破产概率以及破产前盈余的分布律的递推解和显式解,采用鞅方法,我们得到了一个破产概率的一个上界。
Firstly , through the research of slope stability analysis method on slice mode and response surface method , finite element method in classical response surface method is replaced by iterative calculation process of implicate stability coefficient expression on slice mode , while aiming at that there is no explicit expression in slope reliability calculation and the specialty of stability coefficient calculation method and classical response surface method . then confirm the limit state equation of slope reliability analysis on slice mode 首先,本文通过对边坡稳定性分析方法条分理论和响应面法的研究,针对边坡可靠性计算往往没有明确的解析表达式,以及稳定性系数计算方法和传统响应面法的特点,将响应面中的有限元数值模拟以条分模式中稳定性系数隐式方程的迭代计算方法代替,确定条分模式下的边坡可靠性计算的极限状态方程。
By introducing the associated compound geometric distribution , explicit expressions are derived for the joint and marginal distributions of the surplus immediately prior to the time of ruin and the deficit at the time of nun , for the distribution function of the amount of the claim causing ruin , for the compound binomial risk model 摘要对于复合二项风险模型,通过引入一个复合的几何分布,给出了破产前盈馀及破产后赤字的联合分布函数和边际分布函数,并给出了导致破产索赔量的分布函数的具体表达式。