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algorithm structure造句

"algorithm structure"是什么意思  
造句与例句手机版
  • The algorithm structure of g . 729a is the same as that of g . 729 and the bitstream of g . 729 a is interoperable with that of g . 729
    729减少复杂度的版本,其编解码算法结构与g 729的编解码算法结构一样,其比特流与g 729的比特流可互操作。
  • The experiment results of multiuser detection problem show that both of the proposed methods not only have simpler algorithm structure , but also perform better than conventional qea and bpso in terms of ability of global optimum
    通过对多用户检测问题的求解表明,新的算法不仅操作更简单,而且全局搜索能力有了显著的提高。
  • Wavelet transform has been developed quickly in recent decades . being as the second - generation wavelet with the special algorithm structure , the lifting wavelet is proposed for improving the operation speed of traditional wavelet
    二十世纪末以来,小波变换由于其所具有的优良性质,在理论、方法和应用技术方面得到了快速的发展。
  • This improved sn controller synthesizes the consideration of the system states and algorithm structure , using different control algorithm on the each system state . by this , it obviates the weight value ' s deterioration
    这种改进的单神经元控制器把系统的状态和算法结构综合考虑,在不同的状态应用不同的控制算法,较好解决了权值恶化问题。
  • It integrates the coning , sculling and scrolling corrections all together , simplifying the algorithm structure and implementation complexity . 2 . the new navigation algorithm is analyzed and compared with the conventional one from various aspects
    对偶四元数算法将传统算法中的圆锥、划船和卷轴修正整合到一起,大大简化了算法结构,降低了实现难度。
  • G . 729a is the reduced - complexity version of 8kbit / s speech coding algorithm g . 729 standardized by sg15 of itu - t . the algorithm structure of g . 729a is the same as that of g . 729 and the bitstream of g . 729a is interoperable with that of g . 729
    G . 729a是8kbit / s语音编码标准g . 729减少复杂度的版本,其编解码算法结构与g . 729的编解码算法结构一样,其比特流与g . 729的比特流可互操作。
  • The hierarchical - based method is one of the clustering analysis methods to deal with big size data sets . with the limited resource , such as memory , cpu , and so on , it can get the best clustering result by use some algorithm structure
    在聚类分析方法中,基于层次的方法是处理较大数据集中较为常用的方法之一,该类方法在有限的资源(如内存、 cpu )下,通过采用一定的算法结构,得到尽可能好的聚类结果。
  • It is expected to be used for 3g personal handy - phone system as standard algorithms which encode speech signals and decode it . additionally , this kind of algorithms which own excellent quality can be application in viewphone and video order programme etc . the thesis introducethe algorithm structure of g . 729
    该协议在可预见的将来可能应用于三代移动通信系统中作为语音编解码算法。另外,由于其良好的性能也可应用在多媒体系统中如:可视电话,视频点播等。本论文概要介绍了g . 729协议的算法结构。
  • We put forward a principle of design multiple field packet classification algorithms base on the analyzing of the basic theory , algorithms structure and flow . now the speed of link is more and more high and the size of rule set is more and more large , it is difficult to design fast multiple field classification algorithms and the design principle is combine or improve the classical algorithms base on the analyzing the distributing law of the actual rule set
    分析上述各种算法的基本思想、算法结构及流程,本文总结出设计多域报文分类算法的原则:针对当前链路速度不断提高和规则库规模不断扩大的现状,设计快速的多域报文分类算法已经成为一个技术难点,一般的原则是在分析实际规则库规则的分布规律地基础上对现有的经典算法进行组合或者优化改进。
  • Ga ' s algorithm structure design and arithmetic operators " designs are presented when applied to optimal design . in shis paper , the characteristics of structural optimization and its actualities are introduced . some basic rules about ga ' s algorithm structure design and arithmetic operators " designs are proposed
    分析了结构优化设计的现状和特点,并且提出了遗传算法应用于结构优化设计时具有一般意义的算法设计方案和算子设计方法,对应用中的一些问题和遗传算法表现的特点做出了论证。
  • It's difficult to see algorithm structure in a sentence. 用algorithm structure造句挺难的
  • Being as the second generation wavelet with the special algorithm structure , the lifting wavelet is proposed for improving the operation speed of traditional wavelet and reducing the memory requirement . it is also fit for adaptive 、 nonlinear 、 non oddity sampling and integer to integer transform , so it becomes a research hotspot in the information science field
    而提升小波作为第二代小波,以其独特的算法结构、快速运算能力及低存储需求,且适合于自适应、非线性、非奇异采样和整数到整数的变换等优点受到信息科学领域的广泛关注。
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Last modified time: Mon, 18 Aug 2025 00:29:56 GMT