regularization method 中文意思是什麼

regularization method 解釋
正則化方法
  • regularization : n. 正規化,秩序化,組織化;整理,調整;合法化。
  • method : n 1 方法,方式;順序。2 (思想、言談上的)條理,規律,秩序。3 【生物學】分類法。4 〈M 〉【戲劇】...
  1. The numerical simulations demonstrate the convergency within a wide region of this method to out - perform the conventional regularization gauss - newton method

    通過與傳統的正則化高斯牛頓法相比較,顯示了小波多尺度法是一個大范圍收斂、能夠有效節省計算量的方法,數值模擬的結果也表明了方法的有效性。
  2. This thesis is to recommend a important class of regularized strategies for solving inverse problems - mollifier method. it anaysises the consistency, numerical stability and error estimates of mollified solution. similar to tikhonov regularization, a discrepancy principle for selecting the mol - lifier parameter is proven and applications to numerical differentiation and numerical inversion of abel transform and also given

    本文將介紹求解反問題的一類重要的正則化策略?緩鎮法,並基於用gauss核構造的緩鎮運算元,分析了緩鎮解的相容性、數值穩定性和誤差估計,與tikhonov正則化類似,我們證明了決定緩鎮參數的偏差原理。
  3. Robust tikhonov regularization method and its applications

    正則化方法及其應用
  4. Tikhonov - phillip ' s regularization inversion method of

    正則化方法
  5. This paper emploied gp ( genetic program ) to identify and built the model of right - side function of parabolic equations and adopt regularization method to solute its intrinsic ill - posed problem

    摘要用遺傳程序設計反演二維拋物型方程右端函數模型並在求解右端函數的適應值評價中我們採用正則化來解決反演中的不適定問題。
  6. Since there exists ill - posedness in reconstructing velocity on the surface and reconstructing pressures in the field, this paper attempts to introduce an iterative regularization method to resolve such inverse problems

    由輻射聲壓重構結構表面振動速度和聲場聲壓存在解的離散病態問題,試圖利用一種迭代正則化方法來解決此類逆問題。
  7. To get so - called c - best - approximate solutin on a certain constrained set c, we employ the constrained regularization method to solve fredholm integral equation of the first kind with nonnegative constraints

    為得到所謂的帶約束的反問題在特定約束集c上的最優解,我們採用約束正則化方法解決非負約束情況下的第一類fredholm積分方程。
  8. Entropic regularization method for optimization contact force distribution

    接觸力優化設計的熵正則化方法
  9. On one hand, from the technique of constrained least squares and limited energy of additive noise, an effective restored approach by adopting regularization method to overcoming ill - posed problem, solving an equation with a single variable, and using space iterative algorithm is proposed ; on the other hand, aiming at the restoration of blurred image, another effective restoration approach based on least - square algorithm is also proposed in this paper. this method firstly adopts increment iterative algorithm to improve convergence and meanwhile applies regularization technique to overcome ill - posed problem. in the computations, the regularized parameter has its adaptive character, which can be determined in terms of the restored image at each iteration step therefore automatically correct to the appropriate value

    一是從約束最小二乘出發,在加性噪聲能量有界的前提下,採用正則化方法來克服病態問題,通過解一個單變量方程,並利用空域迭代運算實現了一種有效的圖像復原;二是針對模糊圖像的復原問題,從最小二乘演算法出發,採用增量迭代的方法改善演算法的收斂性,同時結合正則化技術克服問題的病態性質,並引入自適應的正則化參數,使其與圖像復原的迭代運算同步進行並自動修正到最優值。
  10. A regularization method for determining the source term in a heat equation

    決定熱傳導方程源項的一個正則化策略
  11. An image superresolution method via wavelet and least - square regularization technique

    基於小波與最小二乘正則化技術的圖像超分辨方法
  12. The well - posedness and regularity problems of such equations will be dealed with elliptic regularization method. firstly, we construct a family of auxiliary problems with a small parameter e and a large parameter a. the energy estimates will be derivied after some lengthy calculation

    具體說,在兩區域閉曲線交界附近作輔助問題的解的h ~ 1局部估計,而在每個區域內部的估計可由標準橢圓型方程h ~ 2內估計直接得到。
  13. Regularization method study in ultrasound inverse scattering imaging

    超聲逆散射成像問題中的正則化方法研究
  14. The second chapter reveals the mathematical essence of entropy regularization method for the finite min - max problem, through exploring the relationship between entropy regularization method and exponential penalty function method. the third chapter extends maximum entropy method to a general inequality constrained optimization problem and establishes the lagrangian regularization approach. the fourth chapter presents a unified framework for constructing penalty functions by virtue of the lagrangian regularization approach, and illustrates it by some specific penalty and barrier function examples

    第一章為緒論,簡單描述了熵正則化方法與罰函數法的研究現狀;第二章,針對有限極大極小問題,通過研究熵正則化方法與指數(乘子)罰函數方法之間的關系,揭示熵正則方法的數學本質;第三章將極大熵方法推廣到一般不等式約束優化問題上,建立了拉格朗日正則化方法;第四章利用第三章建立的拉格朗日正則化方法,給出一種構造罰函數的統一框架,並通過具體的罰和障礙函數例子加以說明。
  15. The existence and stability of the optimal control is established based on the parabolic regularization method and the weak convergence technique

    用拋物正則化方法和弱收斂技巧,證明了最優控制的存在性和穩定性。
  16. The existence and uniqueness of renormalized solutions of a doubly degenerate parabolic equation are discussed by means of parabolic regularization method

    摘要利用拋物正則化方法證明了雙重退化拋物型方程重整化解的存在惟一性。
  17. In this thesis, we extend the entropy regularization method in two ways : from the min - max problem to general inequality constrained optimization problems and from the entropy function to more general functions

    本文從兩個方面發展了這種熵正則化方法,即將其從極大極小問題推廣到一般不等式約束優化問題上和用一般函數代替熵函數作正則項,建立新的正則化方法。
  18. In this article, we will discuss the ways of how to get their stable numerical solutions, in which the continous and discrete regularization method, with and without knowing the error level 6 of input data, are presented and a regularization strategy based on linear approximation for identifying the nonlinear source term is also given

    本文將討論獲得其穩定數值解的計算方法,包括在原始數據的誤差水平已知和未知情況下的連續正則化與離散正則化方法以及識別非線性源項的基於線性逼近的正則化策略等。
  19. The emphasis on the applications of constrained regularization method is the identification of weight density distribution of hanging cable and rotating shaft, inversion of particle size distribution from light scattering data, the reconstruction of the atomatic radial distribution in exafs spec - troscopy

    其中,我們的重點是約束正則化方法在懸索與旋轉桿的重力密度識別、顆粒粒徑分佈的光散射反演、 exafs光譜學中原子徑向分佈的重構等問題中的應用,並同時進行了數值試驗。
  20. Based on tikhonov regularization method and considering sufficiently the practice of geodesy, the main thread of the choice of the regularizer and the determination of the smoothing parameters is grasped and the in - depth research on the ill - posed problems in geodesy is carried out. a framework of the theory and methods of systematically processing the ill - posed problems has been established and tikhonov regularization method has been evolved in this paper

    本文基於tikhonov正則化方法和歐吉坤研究員提出的選權擬合的研究思路,充分考慮大地測量實際,抓住正則化矩陣的選取和正則化參數的確定這條主線,對大地測量中的不適定問題進行了深入研究,建立起了一套較系統的不適定問題處理理論及方法的框架,進一步發展了tikhonov正則化方法。
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