liapunov stability 中文意思是什麼

liapunov stability 解釋
liapunov穩定度
  • liapunov : 李雅普諾夫
  • 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. Checking the stability of the null solution by second liapunov method

    第二方法判斷零解的穩定性
  2. Criteria for the nonlinear dynamic stability of rotative vehicles are derived by the liapunov ' s first method and the routh - hurwitz stability criterion, this criteria can be applied to the dynamic stability analysis of controlled rotative missiles, projectiles and rockets

    應用李亞普諾夫第一近似理論和勞斯霍爾維茨方法導出了旋轉飛行器的非線性運動穩定性判據，這個判據可應用於有控旋轉導彈的運動穩定性分析，也可應用到炮彈和火箭彈上。
  3. 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。
  4. In chapter 3, we use the tool of chapter 2. and initiate systematic study the stability of solutions of simple volterra equations, and give succinct conditions. in chapter 4, by means of constructing a kind of liapunov functional, we obtain h uniform stability of the solutions of a scalar volterra equation with infinite delay

    第三章應用第二章類似的工具系統地討論了一類簡單的volterra方程的穩定性，給出這類方程幾種穩定性的具體的簡潔的判別條件。第四章利用一類liapunov泛函，建立一類純量volterra方程解的h -一致穩定性。
  5. Furthermore, according to the method of liapunov functions in the stability theory, both the globally asymptotic stability and the attractive regions of the nonnegative equilibrium in the model are discussed

    同時，對系統解的吸引域以及平衡態的全局穩定性，採用李雅普諾夫函數法進行完整的討論。
  6. In the fourth part, we structure liapunov function to discuss the following three species predator - pery system. we obtain existence, uniqueness and global asymptotic stability of almost periodic solution

    在第四部分運用構造lyapunov函數的方法討論了如下三種群食餌系統的概周期解的存在唯一性和全局漸近穩定性。
  7. 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。
  8. 3. we construct liapunov functions with separable variables and prove results on global stability with respect to partial variables for nonlinear and non - autonomous systems with separable variables

    三、利用分離變量的liapunov函數，研究了非線性非自治分離變量系統關于部分變元的全局穩定性，將一般自治系統的相應結果推廣到非自治系統。
  9. 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。
  10. Liapunov ' s theorem of stability

    李亞普諾夫穩定性定理
  11. The results extend those of autonomous systems to case for no autonomous systems. 4. the stability and the existence of periodic solutions for ecological systems of reaction - diffusion type are discussed by using of smoller invariant domains principle liapunov functional method comparison principle and fixed point theorem

    四、研究了用偏微分? ?積分方程描述的生態系統平衡位置的穩定性、漸近穩定性及周期解的存在性、穩定性，採用smoller不變區域原理、比較原理，不動點原理及liapunov泛函方法。
  12. A brief description of the organization of this paper follows. there are four chapters in this paper. in the first chapter, by using the character of operator d and liapunov functional, we deal with the stability of solutions of linear nfde of d - operator type with infinite delay, generalize the results of rfde

    基於這類方程的復雜性，可以討論具體的volterra方程。本論文共分四章。第一章利用d運算元的性質及liapunov泛函討論了無窮時滯d運算元型fde的穩定性，推廣了一般泛函微分方程的結論。
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