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cauchy problem造句

"cauchy problem"是什么意思  
造句與例句手機(jī)版
  • The cauchy problem for the fourth order ginzburg - landau equations
    型方程的初值問題
  • Numerical computation of a cauchy problem for laplace ' s equation
    問題的一種數(shù)值解法
  • The cauchy problem for a hyperbolic equation of second order
    關(guān)于一類二階雙曲型微分方程的柯西問題
  • Global existence of classical solution to the cauchy problem for quasilinear hyperbolic systems
    問題經(jīng)典解的整體存在性
  • Global solution of cauchy problem for a class of nonlinear heat conduction equation
    一類非線性熱傳導(dǎo)方程柯西問題的整體解
  • Local solvability of the cauchy problem of a fifth - order nonlinear dispersive equation
    一類五階非線性色散方程柯西問題的局部可解性
  • The cauchy problem for a hyperbolic equation of second order equation with data on the parabolic line
    取值在拋物線上的雙曲型微分方程的柯西問題
  • Cauchy problem for linearized system of two - dimensional isentropic flow with axisymmetrical initial data in gas dynamics
    二維等熵流的線性化方程的具軸對稱初值的柯西問題
  • 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(jīng)典解的存在性
  • On the numerical solution of the cauchy problem for ordinary linear homogeneous differential equations on large intervals of integration
    齊次線性常微分方程組柯西問題在大積分區(qū)間上的數(shù)值解
  • It's difficult to see cauchy problem in a sentence. 用cauchy problem造句挺難的
  • In this paper , the estimate and uniqueness and stability of the solution of one - order hyperbolic differential equation of cauchy problem is proved
    摘要本文證明了雙曲型方程組柯西問題解的估計(jì),唯一性,穩(wěn)定性。
  • Roughly speaking , there exists a unique global smooth solution u ( x , t ) to the above cauchy problem with some restriction to the initial data
    粗略地講就是在對初值給出適當(dāng)?shù)南拗茥l件下上述cauchy問題存在唯一的整體光滑解u ( x , t ) 。
  • In chapter 5 , we discuss the cauchy problem of the imbq equations which originate from the longitudinal propagation in a nonlinear elastic rod model of dna
    在第五章中,研究由nwa分子中的非線性波傳播而導(dǎo)出的twrsq型方程組w 。一“ 8c一uoc 。 。
  • We study the cauchy problem for some generalization of and give some sufficient conditions on the initial data which ensure the solutions are global with the dimesion n 3
    本文研究了初值問題的推廣形式,給出了空間維數(shù)n 3時(shí)整體解存在的幾個(gè)充分條件,推廣了t colin的一系列結(jié)果。
  • In chapter 3 , we study cauchy problem of a class of abstract nonlinear systems with damping : the existence and non - existence of the global solution are proved by potential well method
    在第三章中,利用位勢井方法研究一類具阻尼的抽象非線性雙曲型方程的cauchy問題的整體弱解的存在與不存在性
  • In chapter 2 , we generalize its nonlinearity from the cubic case to the p - th power cases . through considering the cauchy problem for the generalized davey - stewartson equation in , we obtain its scattering theory
    第二章中就另一種形式的具有兩個(gè)非線性項(xiàng)的廣義davey - stewartson方程在空間中給出了散射算子的存在性。
  • In the second chapter , the concept of an integrated abstract delay equation is introduced , and the equivalence of the well - posedness of an integrated delay equation and an associated integrated cauchy problem is derived
    在第二章中,引入了積分抽象時(shí)滯方程的概念,并且得到積分抽象時(shí)滯方程的適定性與相應(yīng)的積分柯西問題適定性等價(jià)。
  • Then , we prove that the classical solution of the cauchy problem of boussinesq equations exists globally by virtue of the blow - up criterion of classical solution for 2 - d boussinesq equations without viscosity term
    然后在二維無粘boussinesq方程組( = = 0 )古典解爆破準(zhǔn)則( blow - upcriterion )的基礎(chǔ)上,本文證明了所求問題古典解的整體存在唯一性。
  • These results play a fundamental part in solving of abstract cauchy problem . on the other hand , we treat those aspects of the properties closely related to the hilbert lattice and banach lattice and consequently obtain some deep results
    給出了半群,對偶半群生成元之間的聯(lián)系,以及格空間的分解性質(zhì),這些結(jié)果對于豐富正算子的內(nèi)容,探討抽象cauchy問題的解具有重要作用。
  • In this thesis we mainly study degenerate - times integrated operater families and its applications to abstract cauchy problems , and we study the mean ergodicty theorems and the convergence rates of ergodic limits and approximation for k - regularized resolvent families
    本文我們主要研究退化( r ) -次積分預(yù)解算子族及它對抽象cauchy問題的應(yīng)用,并且研究k -正則預(yù)解算子族的平均遍歷定理和遍歷極限的收斂率。
  • 更多造句:  1  2
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