extrapolation error 中文意思是什麼

extrapolation error 解釋
外推誤差
  • extrapolation : 推演
  • error : n. 1. 錯誤;失錯。2. 謬見,誤想;誤信;誤解。3. 罪過。4. 【數學】誤差;【法律】誤審,違法;(棒球中的)錯打。adj. -less 無錯誤的,正確的。
  1. On the basis of the study on the speech coder algorithms, paper describe an advanced method of developing dsp system software, and as the guidlines, we developed the programme of whole decoder unit. paper stress on analysis of the ecu in decoder unit. aiming at amr algorithms disadvantage of angularity of synthetical speech, paper study on the specutral extrapolation which apply to extrapolate reflect coefficient of track model to make error conceal processing of amr. at last paper analyze existing echo cancellation algorithms using on mobile communication system

    在此基礎上,描述了一種較為先進的大型dsp系統程序開發策略,並以此為指導思想,以美國ti公司c6000dsp開發平臺開發出了整個amr解碼器單元的系統程序。論文對amr解碼器的誤碼隱藏處理單元進行了重點分析,針對原有演算法合成語音自然度不好的缺點,論文研究了將譜外推法應用到amr演算法中外推出聲道模型反射系數參數進行誤碼消除處理。
  2. There are many papers ( cf [ l ] - [ 3 ] ) have studied the method and error estimate for boundary integeral equation and elliptic boundary value problems, and obtain some superconvergent results by varied post - processings such as interpolation, average and extrapolation etc. in this paper, we mainly study the galerkin solution for first - kind boundary integeral equation and elliptic boundary value preblem. further more we can obtain superconvergence results by ( l _ ( 2 ) project ion ) least - squares processing for derivative of elliptic boundary value problems

    對于邊界積分方程與橢圓邊值問題的解法及誤差估計已有很多文章(參[ 1 ] - [ 3 ] )研究,並且通過各種后處理如插值、平均、外推等得到一系列的超收斂結果,本文則著重探討一型邊界積分方程galerkin解通過l ~ 2投影(最小二乘)運算元處理后以及橢圓邊值問題的導數進行l ~ 2投影(最小二乘法)處理后可獲得超收斂結果。
  3. This thesis mainly discusses numerical experiment of the error expansion and extrapolation theory of extensional rannacher - turek nonconforming element. comparing to the other extensively used element, we clearly see which element is more effective

    本文主要討論了特徵值問題拓廣rannacher - turek非協調元的誤差展開與外推的數值實驗結果,與其它幾種廣泛使用的有限元比較,我們能清楚的看到哪個有限元更有效。
  4. With explicit runge - kutta methods for particle tracing, richardson extrapolation and re - integration ( with a smaller tolerance ) are used to estimate global error of the tracing path. the methods of visualizing error are also described

    針對顯式runge - kutta法的粒子跟蹤,採用richardson外推、改變單步誤差容限重復積分等方法對誤差作出了估計,並實現了誤差的可視化。
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