exponential stability 中文意思是什麼

exponential stability 解釋
指數穩定性
  • exponential : adj 指數的，冪的。 exponential curve 指數曲線。 exponential function 指數函數。 exponential sum ...
  • stability : n. 1. 穩定，穩定性，穩度。2. （船等的）復原力。3. 鞏固；堅定，持久不變。
  1. The second section : under the conditions of nonlinear boundary controbility, we consider the initial boundary value problem of camassa - holm equations with dissipative. by using the contractive mapping fixed point theorem and a priori estimates, the existence of global smooth s olution, global attractor in h ~ ( 2 ), t ime p eriodic s olution or almost - periodic solution and the global exponential stability are proved

    第二部分：在非線性控制邊界條件之下，對于帶耗散項的camassa ? holm方程的初邊值問題，用壓縮映射不動點原理及先驗估計方法，證明了整體光滑解的存在性、整體解的指數穩定性、 h ~ 2空間中整體吸引子的存在性以及時間周期解和殆時間周期解的存在性。
  2. Global exponential stability of hopfield neural networks with time - varying delay and the estimation of decay rate

    神經網路的全局指數穩定性及衰減速度估計
  3. By choosing some appropriate exponential weight functions we prove that the essential spectra and the eigenvalues ( except the simple zero eigenvalue ) have negative real parts, thus we get the locally asymptotically exponential stability of travelling waves ( al ) and ( a2 ) in some weighted spaces

    通過選用合適的權函數，我們證得在加權空間線性化運算元的本質譜和除簡單特徵值零以外的特徵值均具有負實部。因此，我們得到行波（ a1 ） ， （ a2 ）在加權的l ~ 2 （ r ）空間的局部漸近指數穩定。
  4. Firstly, the equilibrium solution is global asymptotic stability and exponential stability on l2 [ 0, l ] under neumann and dirichlet boundary control conditions, control inputs for choosing the boundary control is bounded in lx, the equilibrium solutions decay to zero and integrating the solution square in [ 0, 1 ], it decays to zero exponentially, by using nonlinear boundary control conditions and input feedback control method

    首先，採用非線性邊界條件輸入反饋控制方法，研究得到該類方程在neumann和dirichlet邊界控制條件下的平衡解在l _ 2 [ 0 ， 1 ]上是全局漸近穩定和指數穩定的、在所選邊界控制下控制輸入是l _有界的、平衡解隨時間衰減到零以及平衡解的平方在[ 0 ， 1 ]上的積分按指數方式衰減到零。
  5. Second by using liapunov direct method, two different sufficient global exponential stability conditions are obtained on condition that activation functions are lipschitz continuous

    第二種是採用李雅普諾夫直接方法，在激勵函數的lipschitz連續假設下，得到了兩個全局指數穩定的充分性判據。
  6. Robustness with respect to small delays for exponential stability of infinite - dimensional linear systems

    關于無限維線性系統的小時滯魯棒穩定性
  7. The robustness with respect to small delays for exponential stability of infinite - dimensional linear systems has been studied since 1986

    無限維線性系統的指數穩定性對小時滯的魯棒性問題的研究始於1986年。
  8. Besides, our paper has discussed another problem, which is the non - exponential stability of infinite - dimensional linear systems under generating compact perturbation

    另外，本文還討論了第二個問題，就是無限維線性系統在生成的緊擾動下的非指數穩定性。
  9. Exponential stability of delayed cellular neural networks with general output functions

    具一般輸出函數的時滯細胞神經網路的指數穩定性
  10. First by introducing nonlinear measures, the existence, uniqueness and global exponential stability of the equilibrium point of this kind of neural networks are investigated. two different lipschitz continuous activations are considered. some sufficient conditions and convergence estimate for global exponential stability of neural networks are obtained on condition that self - feedback is nonlinear

    第一種是通過引入非線性測度的概念，分別對激勵函數採用了兩種不同的lipschitz連續假設，給出這兩種不同連續假設下神經網路系統的全局指數穩定性條件，並分析其指數收斂率。
  11. Recently, many interesting stability criteria for the equilibriums and / or periodic solutions of delayed neural networks have been derived via lyapunov - type function / functional approaches. this thesis mainly focuses on the local and global / exponential stability for several delayed neural networks

    尤其是時滯神經網路平衡點和周期解的穩定性（包括漸近穩定性、指數穩定性、絕對穩定性等）得到了深入的研究，也出現了一系列深刻的結果。
  12. In this paper, various kinds of stabilization are investigated for the cases of exponential stability, asymptotic stability and their relevant practical stability. meanwhile, various sufficient conditions are given

    在前面鎮定問題理論工作的基礎上，我們給出各種設計方法，在解析條件下，提出反饋線性化設計方法處理局部截斷誤差滿足無窮小上界條件的情況
  13. Exponential stability of lotka - volterra with delay

    方程的全局指數穩定性
  14. Exponential stability of stochastic differential delay equations with markovian parameters

    參數的隨機微分時滯方程的指數穩定性
  15. The sufficient conditions ensuring existence and globally exponential stability of periodic solutions for neural networks with delays are obtained by using coincide degree, m - matrix theory and liapunov function method

    摘要運用重合度理論、 m -矩陣理論及李雅普諾夫方法，獲得了帶時滯神經網路周期解存在性和全局指數穩定性的充分條件。
  16. 2. using techniques of liapunov functions and inner products, we extend the approach and the results in part i and give criterion on the stability, asymptotic stability and exponential stability with respect to partial variables for time - varying nonlinear systems

    二、仍然使用上述方法再加上liapunov函數及內積等技巧，研究了非線性時變系統對部分變元的穩定性、漸近穩定性、指數穩定性，推廣了第一部分結果。
  17. Three kinds of stability results ( i. e. global uniform ultimate boundedness stability, global asymptotic stability and global exponential stability ) can be guaranteed ultimately based on desiger ' s choice. the proposed scheme overcomes the drawbacks that paper [ 2 ] only guarantee guub and there are many assumptions to robot uncert

    克服了文6 ]中只能達到guub和現存的大多數文獻中由於對機器人各關節集中不確定性上界的限制參數進行估計而導致的控制保守和執行器飽和等缺點。
  18. In section 3, 4, 5, we respectively prove the existence and uniqueness of equilibrium, periodic solution and almost periodic solution and the global exponential stability

    第三部分為周期解的存在唯一性及全局指數穩定性。第四部分為平衡點的存在唯一性及全局指數穩定性。
  19. The main contributions of this dissertation are summarized as follows : for the exponential stability of neural networks, many existing results are related to local exponential stability. since the local exponential stability of a nonlinear system is equivalent to that of its linearized system, it can be easily obtained

    目前許多文獻中有關指數穩定性的研究都是針對局部指數穩定性展開的，由於非線性系統的局部指數穩定性可以通過其相應的線性化系統得到，因此比較容易分析，而全局指數穩定性則不然。
  20. Based on lyapunov energy function, we establish three sufficient conditions which guarantee global exponential stability of cnns

    本文應用lyapunov函數法給出了cnn全局指數穩定的三個充分條件。
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