階齊次 的英文怎麼說
中文拼音 [jiēqícì]
階齊次
英文
homogeneous of degree-
Discussion on losing the solution of the square distance of the rank differential calculus
對於一階齊次微分方程遺失解的討論The increase - order of solutions of higher order homogeneous linear differential equations with polynomial coefficients
多項式系數高階齊次線性微分方程解的增長級The specified solution formula derivation of second order non - homogeneous linear differential equation with constant coefficients
二階常系數非齊次線性微分方程特解公式的推導On the growth of solutions of a class of higher order non - homogeneous linear differential equations with meromorphic coefficents
一類亞純函數系數的高階非齊次線性微分方程解的增長性In this paper, we investigate the increase - order of solutions of higher order homogeneous linear differential equations with polynomial coefficients. we have obtained the precise result
摘要研究了多項式系數高階齊次線性微分方程解的增長級問題,得到了比前人更精確的結果。In this paper, we study the finite iterated order of growth and the iterated convergence exponent of the zero sequence of nonzero meromorphic solutions of second order homogeneous linear differential equation, and obtain some precision evaluation
摘要研究了二階齊次線性微分方程非零亞純解的迭代級與零點迭代收斂指數,得到了它們的精確估計。As we all know, the comparison and separation theory of zeros distribution for second order homogeneous linear differential equations established by g. sturm lays a foundation of oscillation theory for differential equations
眾所周知,由g . sturm建立的齊次二階線性微分方程零點分佈的比較理論和分離理論為微分方程振動性理論的研究奠定了基礎。Some methods to find particular solutions to second - order constant coefficient inhomogenous linear differential equation
二階常系數非齊次線性微分方程特解的一些求法The evaluation problem is decomposed to a hierarchical architecture by using basic principles in the analytic hierarchy process. the theory about finite homogenous markov chains is incorporated to evaluate the rationality of the criteria. based on these theories and methods, the author put forward the concept of " evaluator level " for the request of accuracy and justice for evaluators
本文取得主要研究成果有: ( 1 )運用層次分析法原理,把評價因素分解為按支配關系分組而形成的有序遞階層次結構,設計評價指標體系;並利用齊次馬爾可夫鏈性質對指標體系設計的優化程度進行判斷,實現了指標體系的合理設計。The treatments simplifies greatly the solution programs which are often performed to solving non - homogeneous equation and second order differential equation on the thermal equilibrium and gradient relationship and the workload of numerical computation at same time
這類方法大大簡化了人們在分析壓電熱彈性體耦合問題時通常要求解的非齊次微分方程和關于溫度的平衡方程和導熱方程的二階微分方程的繁瑣方法,同時,齊次狀態方程的提出大大減少了數值計算的工作量。The new method of solving special integral of n order linear inhomogeneous differential equation with constant coefficients
階常系數線性一般非齊次微分方程特解公式In chapter 2, we study the regularity of solutions of some second order differential equations. in chapter 3, we study the regularity of solutions of higher order non - homogeneous differential equations where coefficients are rational functions or super entire functions. in chapter 4, we study the regularity of solutions of higher order homogeneous differential equations where coefficients are super meromorphic functions
其中第二章研究了某些二階方程解的正規性;第三章在系數分別為有理函數和超越整函數的情況下研究了高階非齊次方程解的正規性;第四章在系數為超越亞純函數的情況下研究了高階齊次方程解的正規性;第五章則是假設在方程系數為正規亞純函數的條件下得到的解的增長性方面的結果。A new step - by - step integral procedure of dynamics equations is presented. the general expression of the solution of dynamics equations is obtained on the basis of the homogenous analytical solutions of dynamics equations and duhamel integration. the explicit analytical integration algorithm, which is characterized by fourth - order accuracy, self - starting and self - correcting, is employed to discretize the equivalent load terms
另外提出了求解動力學方程的一個新型的逐步積分法,基於線性動力學方程的解析齊次解及duhamel積分,構造出適用於非線性動力學方程解的一般積分表達式,對包含非線性項的非齊次項採用插值近似的方法,得到一個單步顯式、自起步、預測校正具有四階精度的解析逐步積分演算法。The semiboundless mixed problem of the fractional diffusion equation with the third kind nonhomogeneous boundary condition is studied
摘要研究了一維半無界分數階擴散方程具有第三類非齊次邊條件的混合問題。Research on the features of linear recursion of number sequences of the second order
論二階齊次線性遞推數列的性質The hyper - order of solutions of a class of higher order linear differential equations
一類高階齊次線性微分方程亞純解的超級An important case is the linear homogeneous second-order differential equation with constant coefficients.
一種重要的情形是常系數二階線性齊次微分方程。Global classical solutions to the cauchy problem for general first order inhomogeneous quasilinear hyperbolic systems
一階非齊次擬線性雙曲組的柯西問題整體經典解的存在性Based on the conception of the network - changing principle and the two - limited resistance, this paper gives the proof of the transient homogeneous equation for high - order linear circuits and the independent among the two - limited resistance
摘要根據網路變動原理和雙限電阻的概念,用數學的方法證明了高階線性電路的暫態齊次定理的成立。Multiplicity of periodic and subharmonic solutions to second order nonhomogeneous nonlinear difference equations and systems
二階非齊次非線性差分方程與方程組的次調和周期解的多解性分享友人