<listing id="vjp15"></listing><menuitem id="vjp15"></menuitem><var id="vjp15"></var><cite id="vjp15"></cite>
<var id="vjp15"></var><cite id="vjp15"><video id="vjp15"><menuitem id="vjp15"></menuitem></video></cite>
<cite id="vjp15"></cite>
<var id="vjp15"><strike id="vjp15"><listing id="vjp15"></listing></strike></var>
<var id="vjp15"><strike id="vjp15"><listing id="vjp15"></listing></strike></var>
<menuitem id="vjp15"><strike id="vjp15"></strike></menuitem>
<cite id="vjp15"></cite>
<var id="vjp15"><strike id="vjp15"></strike></var>
<var id="vjp15"></var>
<var id="vjp15"></var>
<var id="vjp15"><video id="vjp15"><thead id="vjp15"></thead></video></var>
<menuitem id="vjp15"></menuitem><cite id="vjp15"><video id="vjp15"></video></cite>
<var id="vjp15"></var><cite id="vjp15"><video id="vjp15"><thead id="vjp15"></thead></video></cite>
<var id="vjp15"></var>
<var id="vjp15"></var>
<menuitem id="vjp15"><span id="vjp15"><thead id="vjp15"></thead></span></menuitem>
<cite id="vjp15"><video id="vjp15"></video></cite>
<menuitem id="vjp15"></menuitem>
復雜函數,complex function
1)complex function復雜函數
1.Optimization and iteration of multi-dimension parameters in complex function by computer;復雜函數中多維參數的計算機優選搜索與累次迭代
2.This algorithm was used to solve the automatic modeling of the complex functions and then the projects were predicted according to this model.通過對適應度函數的有效設計以及函數集的有效選取,引入新的常數創建方法,將基因表達式程序設計運用于復雜函數的自動建模中,并把所建立的模型用于預測分析。
3.In this paper, we apply Genetic Programming to the automatic modeling of complex functions.采用遺傳程序設計的方法實現復雜函數的自動建模,程序中用樹的分層結構表示復雜函數,并設計了相應的遺傳算子(包括雜交算子和變異算子)以及停機條件。
英文短句/例句

1.Discussion of linear independence on several complex function sequences關于幾種復雜函數序列的線性無關性的討論
2.Shuffled frog leaping algorithm for solving complex functions求解復雜函數優化問題的混合蛙跳算法
3.Obtaining Derivatives after Reducing--A Method for Gaining Derivatives of Functions;先化簡后求導——一種求解某些復雜函數導數的方法
4.Wind pressures acting on buildings are complicated functions of both time and space.作用在建筑物表而的風荷載是一個空間和時間的復雜函數
5.A Study on the wind load power spectrum function of complex shaped super-tall buildings復雜體型超高層建筑層風力功率譜函數研究
6.Characteristic Basis Function Method for Electromagnetic Scattering Computation of Electrically Large Complex Target電大復雜目標電磁散射計算的特征基函數方法
7.Research of improvement CLPSO algorithm and its performance for optimization composition test functions改進的CLPSO算法及對復雜組合函數的優化研究
8.The Selection of the Objective Function for Identifying Anterior Vehicles in Complex Road Condition復雜路面環境下前方車輛識別目標函數的選取
9.trigonal hybrid orbital正三角形雜化軌函數
10.tetrahedral hybrid orbital正四面體雜化軌函數
11.In this instance, the function is rather complicated and it would take many terms to adequately represent it.本例中的函數相當復雜,需要用很多項才能把它足夠好地表示出來。
12.The program indicates: The arithmetic can carry on accurate and fast predigest to the complicated logic function of changeable quantity.程序應用表明:算法能對多變量復雜邏輯函數進行準確快速的化簡。
13.Research on Function Optimization Based on Artificial Immune System and Its Applications in Complex System;基于人工免疫系統的函數優化及其在復雜系統中的應用研究
14.Study on Force Density Function and Stress Field for Milling Insert with 3D Complex Groove;三維復雜槽型銑刀片受力密度函數及應力場的研究
15.One Shortest Path Problem with ∑ and max Objectives:Algorithms and Complexity;目標函數為∑和max的雙目標最短路問題:算法和復雜性
16.It Use the Singular Function to Deal with fhe Deformation of Variable Cross - sectionBeam under fhe Sction kf a Complicaed Load Automatically;利用奇異函數自動處理變截面梁在復雜載荷作用下的變形
17.A Utility Function Based Low Complexity User Scheduling Algorithm for Multi-user MIMO Systems一種基于效用函數的多用戶MIMO系統低復雜度調度算法
18.The Constant Theorem of Analytic Function in Complex Function;關于復變函數中解析函數的常數定理
相關短句/例句

complex functions復雜函數
1.Shuffled frog leaping algorithm for solving complex functions求解復雜函數優化問題的混合蛙跳算法
2.With strong random,basic Shuffled Frog Leaping Algorithm(SFLA) algorithm easily traps into local optima and has a slow convergence speed when it is used to address complex functions,in order to overcome the shortcomings,an improved SFLA is proposed.針對基本混合蛙跳算法隨機性強,在處理復雜函數優化問題時容易陷入局部最優、收斂速度慢的缺點,提出了一種改進的混合蛙跳算法,該算法利用高斯變異算子對子群最差青蛙進行適當的擾動,修正了其更新策略,從而維持了群體的多樣性。
3.Standard Particle Swarm Optimization(PSO) algorithm falls into local optima easily and has low convergence accuracy when it is used to address the problem of complex functions optimization.針對標準粒子群優化算法在處理復雜函數優化問題時容易陷入局部最優、收斂精度低的缺點,提出了一種改進的PSO算法,該算法把生物學中的吸引排斥思想引入到PSO算法中,充分利用粒子間的相互影響,修正了其速度更新公式,從而維持了群體的多樣性,增強了粒子跳出局部最優解的能力。
3)complexity function復雜性函數
4)Function complexity函數復雜度
5)complex cost function復雜目標函數
1.Choice of ADPCM’s step-size updating factors M had a sea capacity of computing which optimizes multi-variables with complex cost function.選擇ADPCM的步長修正因子M涉及復雜目標函數的多變量優化,是一個海量計算問題。
6)complex functions with high-dimension高維復雜函數
1.Traditional optimization methods are easy to be trapped in local minima for complex functions with high-dimension.鑒于傳統方法用于高維復雜函數優化很容易陷入局部極小,為此提出了一類通用、易實現、具有全局優化特性的混合優化算法(CHADE算法)。
2.Using Particle Swarm Optimaziton to handle complex functions with high-dimension has the problems of low convergence speed and sensitivity to local convergence.針對標準粒子群優化算法在處理高維復雜函數時存在的收斂速度慢、易陷入局部極小等問題,提出了一種改進的粒子群算法——基于混沌變異解決早熟收斂的粒子群算法。
延伸閱讀

高斯函數模擬斯萊特函數  盡管斯萊特函數作為基函數在原子和分子的自洽場(SCF)計算中表現良好,但在較大分子的SCF計算中,多中心雙電子積分計算極為復雜和耗時。使用高斯函數(GTO)則可使計算大大簡化,但高斯函數遠不如斯萊特函數(STO)更接近原子軌道的真實圖象。為了兼具兩者之優點,避兩者之短,考慮到高斯函數是完備函數集合,可將STO向GTO展開:       式中X(ζS,A,nS,l,m)定義為在核A上,軌道指數為ζS,量子數為nS、l、m 的STO;g是GTO:       其變量與STO有相似的定義;Ngi是歸一化常數:       rA是空間點相對于核A的距離;ci是組合系數;K是用以模擬STO的GTO個數(理論上,K→∞,但實踐證明K只要取幾個,便有很好的精確度)。    ci和ζ在固定K值下, 通過對原子或分子的 SCF能量計算加以優化。先優化出 ζS=1 時固定K值的ci和(i=1,2,...,K),然后利用標度關系式便可得出ζS的STO展開式中每一個GTO的軌道指數,而且,ci不依賴于ζS,因而ζS=1時的展開系數就是具有任意ζS的STO的展開系數。對不同展開長度下的展開系數和 GTO軌道指數已有表可查。  
韩国伦理电影