高階微分方程 的英文怎麼說
中文拼音 [gāojiēwéifēnfāngchéng]
高階微分方程
英文
differential equation of higher order- 高 : Ⅰ形容詞1 (從下向上距離大; 離地面遠) tall; high 2 (在一般標準或平均程度之上; 等級在上的) above...
- 階 : 名詞1. (臺階) steps; stairs 2. (等級) rank 3. [醫學] (耳蝸的三個螺旋管的任一個) scala 4. [數學] order 5. [地質學] stage
- 分 : 分Ⅰ名詞1. (成分) component 2. (職責和權利的限度) what is within one's duty or rights Ⅱ同 「份」Ⅲ動詞[書面語] (料想) judge
- 方 : Ⅰ名詞1 (方形; 方體) square 2 [數學] (乘方) involution; power 3 (方向) direction 4 (方面) ...
- 程 : 名詞1 (規章; 法式) rule; regulation 2 (進度; 程序) order; procedure 3 (路途; 一段路) journe...
- 高階 : high [higher] order高階導數 higher derivative; higher order derivative; derivative of higher orde...
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Forced oscillation for a class of high order functional differential equations
一類高階泛函微分方程的強迫振動性Forced oscillation for a class of high order partial functional differential equations
一類高階偏泛函微分方程的強迫振動性Oscillations of higher order linear odes with impulses
高階線性脈沖微分方程解的振動性In this paper, we study the oscillation of the higher order differential equa tion with impulses
本文主要討論了高階脈沖微分方程解的振動性,得到了高階脈沖微分方程解振動的充分條件。Existence and uniqueness theorems of solutions for a class of higher - order boundary value problems
一類高階常微分方程邊值問題的解的存在惟一性Hyper order of meromorphic solutions of a class of higher order homogeneous linear differential equations
一類高階線性微分方程解的超級But difficulty in maths will come forth when meeting high spin particles if we using such method. on base of the characteristic of energy space, we obtained the wavefunctions and geometric phase by the trial function method in this paper. the berry phase of the system are also obtained after an evolution period
文中在絕熱近似下根據自旋粒子能級間隔特點用嘗試波函數法求出了旋轉磁場中高自旋粒子系統的波函數及幾何相位,解決了用一般方法求解時出現高階微分方程的困難。On the growth of solutions of higher order differential equations
關於一類高階微分方程解的增長性On the rate of growth of solutions of higher order differential equations
高階微分方程解的增長性The existence of algebraic solutions of higher - order differential equations
高階微分方程允許解的存在性Growths of solutions of some class of higher order linear differential equations
一類高階微分方程亞純解的增長性Existence of multiple positive solutions for high - order boundary value problems
高階微分方程邊值問題多個正解存在性Solutions to m - point boundary value problems of higher order odes at resonance
具共振條件高階微分方程多點邊值問題的解Existence of multiple monotone positive solutions for higher order boundary value problems
高階微分方程邊值問題的多個正解存在性The convergence exponent of the zeros and growth order of meromorphic solutions for higher - order differential equation
高階微分方程亞純解的零點收斂指數和增長級Existence of multiple monotone positive solutions for higher order boundary value problems that contain all order derivatives
含有各階導數的高階微分方程邊值問題三個單調正解的存在性We study the singular perturbation of boundary value problem for a class of higher order ordinary differential equation, the solution is shown to exhibit double layer behavior
摘要研究一類高階微分方程兩點邊值問題的奇攝動,揭示了其解分別在兩端點呈現雙重邊界層的性質。In solving differential equations, we must increase supported assemble length since the continuity of daubechies wavelet derivative increases as supported assemble increase, that results in calculation complexly
由於daubechies小波本身導數的連續性隨著支集的增加而增大,解高階微分方程時,就必須增加支集的長度,這會使計算復雜化。A important result is the one - orde r expression of ar ( p ) yt = dyt - 1 + e, from paralleling a high - order differential equation transformation into a one - order differential equation system, the one - order expression exposes that the ar ( p ) is only a certain more - multivariable power series process and, if a process is described as an ar ( p ), the sufficient and necessary condition is the spectrum norm a of the coefficient matrix d less than one. simplification of ar ( p ) not only brings about orthogonal f ( h ) but also provides global foretelling formula
作者用高階微分方程化一階微分方程組的方法,獲得多元弱平穩序列p階自回歸模型的一步滑動平均表達式,證明了ar ( p )的是一個更高維的冪級數的線性過程,從而,說明了ar ( p )關于序列依概率成立的充要條件是:該模型更高維的冪級數的線性過程的表達式中系數矩陣d的譜范數1 。A necessary and sufficient coindition for the existence of positive solutions of a class of singular boundary value problems of higher order differential equations is given by means of the method of lower and upper solutions with the maximum principle
摘要利用上下解方法和極大植原理給出了一類高階微分方程的奇異邊值問題正解存在的充分必要條件。分享友人