cauchy 中文意思是什麼

cauchy 解釋
柯西
  1. The cauchy problem for the fourth order ginzburg - landau equations

    型方程的初值問題
  2. Numerical computation of a cauchy problem for laplace ' s equation

    問題的一種數值解法
  3. In this paper, resorting to the hypermonogenic function in real clifford analysis, we define the hypermonogenic function in complex clifford analysis and give the sufficient and necessary conditions of complex monogenic and complex hypermonogenic functions. the result is similar to the cauchy - riemann condition of complex analysis. so we get some relations between the real and complex clifford functions

    本文藉助實clifford分析中的超正則函數,定義了復clifford分析中的超正則函數,得到了復正則函數及復超正則函數的充分必要條件,這些條件類似於單復變中的cauchy - riemann條件,使復clifford函數與實clifford函數有了聯系,並討論了復超正則函數的若干性質。
  4. 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出的twrsq型方程組w 。一「 8c一uoc 。 。
  5. The following topics are covered in the course : complex algebra and functions ; analyticity ; contour integration, cauchy ' s theorem ; singularities, taylor and laurent series ; residues, evaluation of integrals ; multivalued functions, potential theory in two dimensions ; fourier analysis and laplace transforms

    本課程包含下列各項主題:復數代數與函數;可解析性;輪廓積分;柯西定理;奇異性,泰勒與羅倫茲級數,留數,積分的運算;多值函數,二維的勢能理論;傅立葉分析與拉普拉斯轉換。
  6. Global existence of classical solution to the cauchy problem for quasilinear hyperbolic systems

    問題經典解的整體存在性
  7. We reduce the cauchy problem of equations ( 8 ), ( 9 ) to an equivalent integral equations by the fundamental solution of a second order partial differential equation. then using the contraction mapping principle and the extension theorem of the solution we prove the existence and uniqueness of the global generalized solutions and the existence and uniqness of the global classical solution

    先是通過一個二階偏微分方程的基本解,把imbq型方程組歸) , p )的初值問題轉化為等價的積分方程組,然後利用壓縮映射原理、解的延拓定理等證明了歸) ,問的初值問題的整體廣義解和整體古典解的存在唯一性
  8. Cauchy - inequality is a very important inequation, which can be properly used to solve some relatively difficult problems

    柯西不等式是一個重要的不等式,靈活地應用它,可使一些較為困難的問題得以解決。
  9. Cauchy - inequality is an important inequation, which, when applied deftly ( or skillfully ), can be used to solve some relatively difficult problems

    柯西不等式是一個重要的不等式,靈活地應用它,可使一些較為困難的問題得以解決。
  10. Then the application of cauchy - inequality is illustrated by proving a proposition or an inequation, solving a triangle, and finding a solution to an equation or the maximum value & minimum value of a function

    然後給出了柯西不等式在命題證明、不等式證明、求解三角形問題、函數最值、解方程等方面的應用。
  11. This article gives a description of cauchy inequality under the restricted condition of the variables ad proves it through mathematical induction, and at the same time presents some instructive results

    摘要本文介紹了在變量限制條件下的柯西不等式,同時用數學歸納法予以證明之,順便給出了一些有意義的結果。
  12. 1823, cauchy defined integral the " limit of sum ", he then gave the structural definition of definite integral for continuous functions

    把定積分定義為「和的極限』始於cauchy1823年的工作,他對連續函數給出了定積分的構造性定義。
  13. Cauchy law of similarity

    柯梧似性定律
  14. The stability of cauchy singular integral when the integral curve has a smooth perturbation is discussed in our first partition ; we apply some results of the first partition to the second partition and solve the stability of the solution to the cauchy singular integral equation. finally, on the basis of the stability of the cauchy type integral, we study the stability of the solution to the riemann boundary value problem when the contour perturbs smoothly

    在第一部分中,我們主要討論了cauchy奇異積分在積分曲線發生光滑擾動時的穩定性問題;而在第二部分中,我們把第一部分的結果應用到cauchy奇異積分方程,導出了其關于積分曲線攝動的穩定性的研究及其一些結果;最後,在第三部分中,我們在研究cauchy型積分關于積分曲線的穩定性問題的基礎上,探討了riemann邊值問題的穩定性問題。
  15. 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
  16. 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
  17. This article discusses the internal cause permeability and unitly of cauchy inequality in different fields

    摘要討論了柯西不等式在不同領域的內通性、滲透性和統一性。
  18. 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 ) -次積分預解運算元族及它對抽象cauchy問題的應用,並且研究k -正則預解運算元族的平均遍歷定理和遍歷極限的收斂率。
  19. We get the estimates of the upper bounds of hausdorff and fractal dimensions for the global attractors. in section 5. 3, the cauchy problem is studied, by using the weighted function space and the interpolating inequality, the existence of the global attractors for the damped generalized coupled nonlinear wave equations in an unbounded domain is proved. in section 5. 4, the time periodic solution problem of damped generalized coupled nonlinear wave equations with periodic boundary conditions is studied, the existence of time periodic soluation of this problem is proved by using the convergence of approximate time periodic solution sequences

    第五章,考慮了一類廣義耦合的非線性波動方程組,在第二節中討論了周期初值問題,證明了整體光滑解的存在性和唯一性,得到了整體吸引子,給出了hausdorff維數和分形維數的上界估計;在第三節中討論了cauchy問題,利用加權函數和加權空間的插值不等式,證明了無界區域上整體吸引子的存在性;在第四節中證明了時間周期解的存在性。
  20. Chapter 6, consider a coupled generalized kdv - burgers equation. in section 6. 2, we study the initial - boundary value problem in the semi - unbounded domain, the existence of global solutions and global attractors is proved by means of a uniform priori estimate for time. in section 6. 3, the cauchy problem by using the weighted space, the existence of the global attractors for a coupled generalized kdv - burgers in an semi - unbounded domain is proved

    第六章,考慮了一類廣義耦合的kdv - burgers方程,在第二節中討論了半無界區域上的初邊值問題,證明了整體光滑解和整體吸引子的存在性;在第三節中討論了cauchy問題,利用加權函數和加權空間上的插值8不等式,證明了半無界區域上整體吸引子的存在性。
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