eigenvalue problem 中文意思是什麼

eigenvalue problem 解釋
本徵問題
  • eigenvalue : n. 【數學】特徵值，固有值。
  • problem : n. 1. 問題，課題；疑難問題；令人困惑的情況。2. 【數、物】習題；作圖題。3. （象棋的）布局問題。adj. 1. 成問題的；難處理的。2. 關于社會問題的。
  1. This thesis investigates parallel solving the generalized eigenvalue problem ax - bx deeply, and proposes some new algorithms

    本文從理論和實驗兩方面深入研究了分散式環境下實矩陣廣義特徵值問題ax = bx的并行計算，提出了一些新的演算法。
  2. To this end we shall first consider the following eigenvalue problem.

    為此目的，我們將首先考慮下列的本徵值問題。
  3. On the basis of complet ' : ly analyses about dual - m ( ) de phase shiftcrs, the finite - element formulation derives the variational principle for non - se1fadjoint electromagnetic problems which is microwave propagaticn in a aniso1ropic media loaded waveguide. then, the variatonal problem is approximated by a matrix eigenvalue problem

    在此基礎上，詳細討論了利用有限元分析法這一強有力的工具來分析波導中填充各向異性介質的問題，導出了基於變分原理的泛函和有限元方程。
  4. Eigenvalue problem for a nonlinear differential equation on a measure chain

    測度鏈上非線性微分方程的特徵值問題
  5. The parallel processing for nonsymmetric generalized eigenvalue problem

    非對稱廣義特徵值問題的并行演算法
  6. The centrosymmetric solution of the inverse quadratic eigenvalue problem and its optimal approximation

    一類二次特徵值反問題的中心對稱解及其最佳逼近
  7. An inverse eigenvalue problem for generalized periodic jacobi matrices

    矩陣的逆特徵值問題
  8. A note on necessary and sufficient conditions for the jacobi matrix inverse eigenvalue problem

    矩陣的特徵值反問題可解的充分必要條件的一個注記
  9. Algebraic method to the eigenvalue problem for the schrodinger equation with cornell potential

    勢下薛定諤方程本徵值問題的代數解法
  10. Therefore, we have constructed the calculations model of - eignevalue problem, and on the basis of keno code, developed the mc code of - eigenvalue problem

    為此，我們從對本徵值問題計算模型的研究出發，在原有keno程序的基礎上，研製出了計算本徵值問題的蒙特卡羅程序。
  11. The nuclear fissile reaction system, which provides nuclear energy or neutrons, theoretically demands its criticality safety and neutron energy spectrum to be predicated. generally, those are realized by calculating the k - eigenvalue problem

    對于提供核能源或中子源的核裂變反應系統，需從理論上給出它的臨界安全性和中子能譜，通常通過k本徵值問題的計算來實現。
  12. By this model, the - eigenvalue problem can be treated as a series of k eigenvalue problems with a certain number which is adjusted by keff. the monte carlo code for calculating eigenvalue problem has been developed in this thesis

    該模型把本徵值問題的計算轉化成帶參數的一系列k本徵值問題的計算，其參數值的調節通過上一次迭代計算的k _ （ eff ）來實現。
  13. Conditions of normal mode realization are deduced and optimized model with the multivariate mode indicator function as the target function is built. through solving the maximal eigenvalue problem, the original shaker force vector of appropriation is reached. then the realization approach of the optimal shaker force vector based on single shape principle is proposed and at the same time the automatization of normal mode appropriation is realized

    對于模態物理分離技術的多點正弦激振純模態試驗技術，尋求其最佳激振力矢量是最為關鍵的環節，本文先推導出純模態實現的條件，建立以多變量模態指示函數為目標函數的優化模型，通過求解最大特徵值問題，得出適調純模態的初始激振力矢量，再提出以單純形原理為基礎的最佳激振力矢量的實現方法，同時也實現了純模態適調過程的自動化。
  14. The improvement of ode solver method in the analysis of ode eigenvalue problem

    常微分方程特徵值問題求解器解法的改進
  15. This paper bring out design method of inverse eigenvalue problem, which adapts to general structures with linear parameters, namely coefficients of all or partial elastic component and inertial component are treated as design parameters, for given some order natural frequency and corresponding vibrating mode, all of useable designing parameters will be got through solving a linear system of equations, thereby stiffness matrix and mass matrix of actual structure are constructed. this paper also discusses existence condition and unique of results

    提出了適用於具有線性參數的一般結構的逆特徵值問題的設計方法，即以系統的全部或部分的彈性元件與慣性元件的系數為設計參數，對于預先給定的若干階固有頻率及相應振型，通過求解一線性方程組即可確定全部實際可行的設計變量，從而構造出實際結構的剛度矩陣和質量矩陣，並論證了解的存在性與唯一性。
  16. The numerical method to solve the equation for spatial amplification theory is described in detail. deduced first - order system equations from spatial instability theory and its eigenvalue problem are solved and neutral lines varied with mach numbers are given

    運用穩定性理論的空間放大理論，建立穩定性方程，得到一個六元一階方程組，然後求解該一階系統，計算並得到不同馬赫數下的中性穩定曲線，基於此得到不同馬赫數下流場的臨界失穩點和穩定區域。
  17. Based on the theory of reyleigh minimum, the minimum of energy function of neural network was mapped to the eigenvector that was mapped to the minimal eigenvalue of the generalized eigenvalue problem, by which the precise solution of minimal eigenvalue was gained while the neural network moving to the minimum of energy function

    本文應用reyleigh極小值原理，將神經網路的能量函數的極小點對應于廣義特徵值問題的極小特徵值所對應的特徵向量，在神經網路向著能量函數極小點運動的同時得到了極小特徵向量的精確解答。
  18. Constructing an entire function a ; ( a ), the zeros of which are the eigenvalue of dirac eigenvalue problem with general two points " linear algebra boundary conditions

    構造了一個整函數（ ） ，其零點集合與具有一般兩點邊界條件的dirac特徵值問題的特徵值集合重合。
  19. About dirac eigenvalue problem with general two points " liner algebra, corresponding operator of which often is non - self - adjoint operator

    對於一般兩點線性（代數）邊界條件下的dirac特徵值問題，相應的運算元一般說是非自伴的。
  20. This code has been used to calculate the - eigenvalue problem and the calculation results of - eigenvalue, correspond spectra and correspond reaction rates are consistent with the predication of the theory, and gained the practical results

    計算所得入本徵值、入本徵值能譜與理論預言吻合。為反應堆等核裂變系統的核臨界安全分析和中子核反應率的計算提供了有意義的結果。
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