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scaling matrix in Chinese

Pronunciation:
How to pronounce "scaling matrix""scaling matrix" in a sentence

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  • 放縮矩陣

Examples

  • This method prepends the scaling matrix to the transform
    該方法預先計算對變換的縮放矩陣。
  • This method prepends the scaling matrix to the transformation
    此方法將縮放矩陣添加到變換前。
  • By the scaling matrix
    的變換矩陣左乘縮放矩陣。
  • Better results are attainable by using this method without large - scale matrix operations
    與常規(guī)方法相比，這種方法不需要進行大規(guī)模的矩陣運算就可較精確地估計出目標的位置。
  • This algorithm applies the small - scale matrix operation to replace the large - scale matrix operation by carefully analyzing the character of the support vector distributing
    這種算法通過仔細分析sv分布的特點，采用小規(guī)模的矩陣運算來代替大規(guī)模的矩陣運算。
  • At the same time , optimum matrix transfer method is used to improve contribution weighing of scale matrix evaluation method so that the consistency is naturally satisfied and extra consistency test is not needed
    同時，采用最優(yōu)傳遞矩陣法對標度矩陣判斷法確定權(quán)重進行了改進，使之自然滿足一致性要求，從而避免一致性檢驗。
  • We use a scaling matrix which make the algorithm generate sequences of point in trust region and the interior of the feasible set . because of the boundedness of the trust region , trust region algorithm can use non - convex approximate models
    構(gòu)造合理的仿射變換矩陣，在投影空間構(gòu)造信賴域子問題，產(chǎn)生迭代方向，使迭代點既保持在信賴域內(nèi)，又是嚴格可行域的內(nèi)點。
  • The object satisfied orthogonal condition , by introducing the proper scaling matrix . after verification of the pre - condition , the controller was designed , using the resolving method of state feedback standard control problem based on riccati inequality
    并通過引入適當?shù)臉硕ň仃嚨姆椒ǎ贡豢貙ο鬂M足正交條件，在驗證前提條件之后，采用基于riccati不等式的狀態(tài)反饋h ~標準控制問題的解法進行控制器設計。
  • As an example , the implementation of the laplace equation with the gridless method has been presented at first and the resulting large scale matrix equations are solved by gmres algorithm . the numerical simulations of the flows over a cylinder are tested successfully with clouds of different scales , which shows the " cloud " effects on the computational accuracy
    本文先以代表定常不可壓位勢繞流的laplace方程為例，研究了laplace方程的無網(wǎng)格離散形式，并運用gmres高效算法對其快速求解，數(shù)值模擬了典型的圓柱繞流；并通過不同點云尺度的數(shù)值模擬，顯示出點云尺度對計算精度的影響。

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