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cauchy kernel相关的网络例句

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与 cauchy kernel 相关的网络例句 [注:此内容来源于网络,仅供参考]

Let D be a bounded domain with C(1) boundary in Cn . The authors use the locally finite open coverring of the countable strictly pseudoconvex to define a new partitions of unity of σpoint finite local holomorphic , constructed a generalized Cauchy integral formula with discrete local holomorphic kernel on the bounded domain D and applied it to solving the 52equation.

设D 是Cn 空间中具有C(1)边界5D 的有界域,本文利用D 上一个局部有限的可数强拟凸开复盖,定义了D上一个新的局部全纯的σ点有限的单位分解,建立了D上一个更一般的具有离散局部全纯核的Cauchy积分公式并获得D 上52 方程的具有离散核的解的积分表示。

Furthermore, it can be changed into singular integral equations with Cauchy kernel by introducing Sherman transformation. Then , the numerical example of the elastic welding problem with symmetric cracks is given, and the stress intensity factors can be obtained.

通过应用平面弹性复变方法,把满足已知边界条件的弹性平衡问题转化为解析函数的边值问题,再通过引入Sherman变换,把边值问题化为Cauchy核的奇异积分方程组。

The diagonalization of the Cauchy kernel is one of the most important theorems in the theory of symmetric functions.

Cauchy核的对角化是对称函数理论中最重要的定理之一。

The latter one is our effort in attacking the diagonalization of the Cauchy kernel on Schubert polynomials (the noncommutative version conjectured by Alain Lascoux is still open).

后者是我们在关于Schubert多项式的Cauchy核对角化方面所做的努力(Alain Lascoux猜想在非交换的情况下也成立,但目前为止还没有被证明)。

We obtain the explicit formulas ofBergman kernel function,Cauchy-Szeg?

得到了它们的Bergman 核函数、Cauchy-Szeg?

All teachings in the great-vehicle Buddhism and its sutras regard the personal realization of Tathagatagarbha as the kernel; the personal realization of the two-vehicle Buddhism, according to the historic facts in The Four Agama Sutras, has the central thought of believing in the permanent existence of Tathagatagarbha so that the state of the remainderless nirvana becomes real, permanent and unchangeable, and does not fall into the nihilistic state. It is not just us who claim Tathagatagarbha as the kernel of Buddhism; it has been so since the very beginning when Buddha established Buddhism.

因此,大乘佛教及经典中的种种所说,都是以如来藏的实证为核心;二乘佛教的实证,依四阿含所显示的史实,则是以相信有如来藏常住不灭,使无余涅槃成为真实、常住不变,而不落入断灭境界,作为中心思想;并不是只有我们有此主张,而是佛教从释迦牟尼佛创教以来就一直都是以如来藏为核心,初转法轮时就已经如是,故在《阿含经》中仍然处处记载著这样的实例,平实已在《阿含正义》共七辑书中明确的举证《阿含经》中是如何一再开示这个正理了;此外,不仅止北传的大乘佛教与四大部阿含如此记载,南传的小乘佛教经典也是如此记载,才会有爱阿赖耶、乐阿赖耶、欣阿赖耶、喜阿赖耶、穷生死蕴等记载。

Michael Bushnell, the main developer of the kernel, preferred the name HURD, and redefined Alix to refer to a certain part of the kernel--the part that would trap system calls and handle them by sending messages to HURD servers.

Michael Bushnell,核心的主要开发者,首选名字HURD,并重定义Alix来指核心中的某些部分--捕获系统调用并以发送消息给HURD处理器来处理它们的部分。

Then we propose a new kind of kernel function—autocorrelation kernel function.

核学习方法中核函数的研究:核函数是核学习方法的核心部分。

The paper's research content is uses series DSP of Blackfin's characteristic such as high performance, low power dissipation, support dynamic power source management and the embedded Linux's characteristic such as the open source code, the little system kernel, the entire network structure in the kernel code, establishes a high speed embedded digital home system platform based on Blackfin.

本论文的研究内容是利用Blackfin系列DSP处理器的高性能、低功耗、支持动态电源管理等特点以及嵌入式Linux开放源代码、系统内核小、内核网络结构完整等突出特点,建立一个高速的基于Blackfin的嵌入式数字家庭系统平台。

In Chapter Three, we use the method of interpolation spline of differential operater to come up with the reproducing kernel in H01 with respect to bounded linear operator in H10. Then we use the reproducing kernel to develop the expression of the best approximating of bounded linear operator in H10 and prove its convergence.

第三章中,对于H_0~1中的有界线性算子,用微分算子插值样条函数的方法给出了H_0~1空间中的再生核,利用此再生核给出了H_0~1上的有界线性算子的最佳逼近的表达形式,并证明了其收敛性。

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