asymptotic behavior 中文意思是什麼

asymptotic behavior 解釋
漸近特性
  • asymptotic : 漸近的
  • behavior : n 1 行為，品行；舉止，態度，舉動，表現，行動。2 （生物的）習性；（機器等的）特性，性能，狀態；（...
  1. Global existence, asymptotic behavior and blowup of solutions to a nonlinear evolution equation

    漸近性與解的爆破
  2. Asymptotic behavior of nonautonomous diffusive predator - prey system

    食餌擴散系統的漸近性質
  3. Asymptotic behavior of solutions to dissipative nonlinear evolution equations with ellipticity

    具有橢圓性質的耗散非線性發展方程組解的漸近行為
  4. Asymptotic behavior of solutions in nonautonomous prey - predator system with beddington - type functional response

    型功能性反應的非自治捕食系統的漸近性質
  5. In the light of the recent work in biological models, especially in the chemostat models, the dissertation provides a systematic study on the asymptotical behaviour of some chemostat models built by delay or diffusion differential equations. the main contents and results in this dissertation are as follows : i ) the global asymptotic behavior of the chemostat model with the beddington - deangelies functional responses and time delays is studied. the conditions for the uniform persistence of the competing populations are obtained via uniform persistence of infinite dimensional systems

    本論文基於當前生物學模型，特別是恆化器模型的研究現狀，深入系統的研究了時滯和擴散方程描述的幾類恆化器系統的漸近性態，本文的主要內容包括以下幾個方面：一、研究了具有beddington - deangelies功能性反應函數的時滯恆化器模型，利用無窮維連續動力系統的一致持續生存的理論給出了兩競爭種群一致持續生存的充分條件，利用單調動力學系統得到了系統的全局漸近穩定性。
  6. Asymptotic behavior of higher - order nonlinear equations on time scales

    高階時標非線性動力方程的漸近性
  7. On different utilities, asymptotic behavior of optimal policies is studied for either very small or very large wealth

    進而，刻畫了不同效用函數下投資者最優策略當財富特別多或特別少時的漸進特徵。
  8. Asymptotic behavior of solutions of time - delayed b - bbm equations

    方程解的漸近性
  9. Asymptotic behavior of nonlinear multi - machine systems

    多機非線性系統的漸近行為
  10. Analysis of asymptotic behavior of a regular sturm - liouville problem

    問題本徵的漸近分析
  11. The asymptotic behavior of two innovation diffusion models with nonlinear contact is investigated in the second part

    本文的第二部分研究了帶非線性接觸力的產品-擴散模型。
  12. In this thesis we study the existence of periodic solutions and the asymptotic behavior of general time - dependent solutions for periodic reaction - diffusion equations with nonlocal boundary value conditions, the existence of periodic solutions or periodic quasisolutions and the asymptotic behavior of general time - dependent solutions for periodic reaction - diffusion systems with nonlocal boundary value conditions. the whole thesis is made up of three chapters

    本文研究時間變量是周期的反應擴散方程在非局部邊值條件下周期解的存在性及其一般時變解的漸近性態；研究時間變量是周期的反應擴散方程組在非局部邊值條件下周期解或周期擬解的存在性及其一般時變解的漸近性態
  13. Asymptotic behavior of the solution about heat coefficient of one - dimensional heat equation

    一維熱傳導方程的解關于熱交換系數的漸近行為
  14. Asymptotic behavior of three differential systems tang hong - ji abstract : the system ' s asymptotic behavior is the solutions " behavior at / - > - i - xxlt iiicluds the stability of the solutions, the attractivity of the solutions, the oscillation of the solutions. the purpose of this paper is to investigate the asymptotic behavior of throe differential systems

    這些性質揭示了動力系統的長期行為，因而在生態學，經濟學，神經網路等眾多領域有著廣泛的應用本文研究了三類微分系統解的漸近性質。在種群動力學的研究中，種群的持續生存是最基本，最有趣的課題之一。
  15. Asymptotic behavior of solutions for the generalized bbm - burgers equation

    方程初邊值問題解的漸近行為
  16. Asymptotic behavior of higher order nonlinear neutral difference equation

    高階非線性中立型差分方程的漸近性態
  17. Asymptotic behavior of solutions of higher order nonlinear difference equations

    高階非線性變時滯差分方程解的漸近性
  18. Using the comparison principle, the existence, uniqueness and its asymptotic behavior of solution for the problem are studied

    利用比較原理，研究了問題解的存在性，唯一性及其漸近性態。
  19. Especially, we investigate a local asymptotic behavior of the probability of ruin which individual claims size have a distribution that belongs to s ( v ) with v > 0. the main results : theorem 2. 3. 2 let satisfies the defective renewal equation, where theorem 2. 3. 2 the ruin probability ( u ) has the following expression ( 2. 3. 3 ) where 7 ( 11 ) is defined in theorem 2. 2. 2 and dx

    1時，罰金折現期望廠』 … ）便為最終破產概率（山（叫） ，所以破產概率也滿足一高階積分一微分方程；由此得到了破產概率的拉普拉斯變換，從而得到了破產概率所滿足的一股疵的更新方程
  20. Asymptotic behavior of solution to the schridinger - poisson system with dissipation

    方程組解的漸近性
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