任意小
- 与 任意小 相关的网络例句 [注:此内容来源于网络,仅供参考]
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MWSnap is a small yet powerful program for taking scren captures of a desktop, an active window, menu, or a specified part of the screen.
MWSnap是一款很小但很powerful的抓屏软件,你可以选择四种方式的任意一种来实现抓屏:当前显示的桌面、当前程序的窗口或者目录大小、任意位置的矩形抓图,以及固定大小的截取。
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A topological space is an minimal CH space if and only if each open CH-filterbase with only one adherent point converges to this point.
4拓扑空间 X是极小 CH空间,当且仅当对任意的 x∈X和任意开 CH滤基μ,若{ x}=∩U∈μU=∩U∈μcl U,则μ是 x的一个邻域基。
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I could evolve from either, that is, I could asexually mutate new fish from either the fat yellow one or the tiny blue one, or I could mate the pair and select from their joint offspring.
我可以从它们中任意一条开始进化,也就是说,我可以从那条胖鱼或那条小蓝鱼任意一条无性变异出新的鱼,或者我可以让这一对儿进行交配,从它们结合所产生的后代中挑选。
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This paper discusses minimal surface in arbitrary boundary and describes a new method for approximating to minimal surface with B- spline surface in arbitrary bounded domain.
讨论了任意边界下的极小曲面造型问题,提出了一个用B-样条函数做任意有界区域上极小曲面造型的新方法。
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Secondly, by using the connection, we prove that the minimal continuous semi-flow is the minimal continuous flow if its time-one map is open, and for any minimal continuous semi-flow, there is an invariant residual set such that the restriction to the set is a minimal continuous flow.
为此,我们首先建立了它与其时间1映射极小集的联系;然后,利用这种联系证明了:若时间1映射为开映射,则它是极小的连续流,并且一般地说来,对任意极小连续半流,存在不变的剩余集,使得它在这不变集上的限制是极小的连续流。
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Let F=LF be a s-closed local formation such that every minimal non-F-groups is solvable. It is proved that 1 If every cyclic subgroup of of order 4 and every minimal subgroup of G are contained in, then G is a F-group. 2 If there exists a normal subgroup N of G such that G/N∈F and every cyclic subgroup of N of order 4 is weakly c-normal in G and every element of N of prime order is contained in Z(superscript f subscript ∞), then G is a F-group.
设F=LF是一个子群闭的局部群系,满足每个极小非F-群是可解群,证明了:1如果G的任意极小子群和任意4阶循环子群都含于Z中,那么G是F-群;2如果存在G的正规子群,使得G/N∈F,且N的任一4阶循环子群在G中弱c-正规,N的任一素数阶元含于Z中,那么G是F-群。
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Seek any point to any point of the minimum distance!
求任意一点到任意点的距离的最小值!
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In chapter 4, the Newlands harmonic wavelet is improved and a new type of wavelet with better time-frequency characteristic is constructed. Frequency band of signal can be divided arbitrary with the improved harmonic wavelet so that the phenomena of aliasing are reduced. Several typical fault signals in Electromechanical System are analyzed with it. In addition to the improved harmonic wavelet in chapter 4, a new half-complex wavelet is presented to improve the complex wavelet, which is given by Chaari.O. A unilateral recursive algorithm is derived to improve the real-time characteristic. A parameter n is imported to make the time-frequency and filtering characteristics of it better and its ability of extracting fault feature is enhanced.
第四章通过对Newland谐波小波的改进构造频域紧支撑、时域性能良好的新型小波函数,可实现信号频带的任意划分,从而减少频带混叠现象,采用改进的谐波小波对多种典型的机电系统故障信号进行了分析;以Chaari.O复小波为基础构造了一个半复小波,从提高复小波算法的实时性出发,推导了半复小波单向递推算法,通过给原小波设置可调参数的方法,实现了一种能满足小波基本条件的复值小波,可以通过参数的调整调节小波滤波器在Hilbert空间的时频特性和相应的滤波性能,以加强半复小波对故障特征的提取能力。
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If A is a spectrally arbitrary pattern and no proper subpattern of A is spectrally arbitrary, then A is a minimally spectrally arbitrary pattern.
如果谱任意模式A的任意一个真子模式都不是谱任意的,则称A为极小谱任意的。
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It is concerned with the optimal design of cylindrical shell on minimax deflection and minimal compliancy with arbitrary axisymmetrical boundary conditions and radial pressure, under the condition of the volume being constant.
研究在任意轴对称边界条件下和任意轴对称分布载荷作用下体积保持常数的圆柱壳的两类优化设计问题:极小化圆柱壳的最大挠度和极小化圆柱壳的柔度。
- 推荐网络例句
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On the other hand, the more important thing is because the urban housing is a kind of heterogeneity products.
另一方面,更重要的是由于城市住房是一种异质性产品。
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Climate histogram is the fall that collects place measure calm value, cent serves as cross axle for a few equal interval, the area that the frequency that the value appears according to place is accumulated and becomes will be determined inside each interval, discharge the graph that rise with post, also be called histogram.
气候直方图是将所收集的降水量测定值,分为几个相等的区间作为横轴,并将各区间内所测定值依所出现的次数累积而成的面积,用柱子排起来的图形,也叫做柱状图。
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You rap, you know we are not so good at rapping, huh?
你唱吧,你也知道我们并不那么擅长说唱,对吧?