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排序方式: 共有546条查询结果,搜索用时 15 毫秒
41.
J. Cimpri? 《Journal of Functional Analysis》2011,260(10):3132-3145
We prove a general archimedean positivstellensatz for hermitian operator-valued polynomials and show that it implies the multivariate Fejer-Riesz theorem of Dritschel-Rovnyak and positivstellensätze of Ambrozie-Vasilescu and Scherer-Hol. We also obtain several generalizations of these and related results. The proof of the main result depends on an extension of the abstract archimedean positivstellensatz for ?-algebras that is interesting in its own right. 相似文献
42.
The solvability in Sobolev spaces is proved for divergence form complex-valued higher order parabolic systems in the whole space, on a half-space, and on a Reifenberg flat domain. The leading coefficients are assumed to be merely measurable in one spacial direction and have small mean oscillations in the orthogonal directions on each small cylinder. The directions in which the coefficients are only measurable vary depending on each cylinder. The corresponding elliptic problem is also considered. 相似文献
43.
Hemza Yagoub Truong Nguyen-Ba Rémi Vaillancourt 《Applied mathematics and computation》2011,217(24):10247-10255
This article presents a solver for delay differential equations (DDEs) called HBO414DDE based on a hybrid variable-step variable-order 3-stage Hermite-Birkhoff-Obrechkoff ODE solver of order 4 to 14. The current version of our method solves DDEs with state dependent, non-vanishing, small, vanishing and asymptotically vanishing delays, except neutral type and initial value DDEs. Delayed values are computed using Hermite interpolation, small delays are dealt with by extrapolation, and discontinuities are located by a bisection method. HBO414DDE was tested on several problems and results were compared with those of known solvers like SYSDEL and the recent Matlab DDE solver ddesd and statistics show that it gives, most of the time, a smaller relative error than the other solvers for the same number of function evaluations. 相似文献
44.
Stability Analysis for the Numerical Simulation of Hybrid Stochastic Differential Equations 下载免费PDF全文
This paper is mainly concerned with the exponential stability of a class of hybrid stochastic differential equations–stochastic differential equations with Markovian switching (SDEwMSs). It first devotes to reveal that under the global Lipschitz condition, a SDEwMS is pth (p ∈ (0,1)) moment exponentially stable if and only if its corresponding improved Euler-Maruyama(IEM) method is pth moment exponentially stable for a suitable step size. It then shows that the SDEwMS is pth(p ∈ (0,1)) moment exponentially stable or its corresponding IEM method with small enough step sizes implies the equation is almost surely exponentially stable or the corresponding IEM method, respectively. In that sense, one can infer that the SDEwMS is almost surely exponentially stable and the IEM method, no matter whether the SDEwMS is pth moment exponentially stable or the IEM method. An example is demonstrated to illustrate the obtained results. 相似文献
45.
In this paper, the authors obtain the boundedness of the fractional integral operators with variable kernels on the variable exponent generalized weighted Morrey spaces and the variable exponent vanishing generalized weighted Morrey spaces. And the corresponding commutators generated by BMO function are also considered. 相似文献
46.
E. Martínez F. J. Basterrechea F. Beitia F. Castaño M. T. Martínez L. Santos 《光谱学快报》2013,46(8):1007-1017
Franck-Condon factors and R-centroids for the B-X transition of I2 have been calculated from recent molecular parameters. From our radiative lifetimes and others reported in the literature, the validity of several proposed electronic transition moment functions has been checked. Acombination of the Bhale and Koffend functions seems to give the best fitting with the experimental radiative lifetimes. 相似文献
47.
We study two indeterminate Hamburger moment problems and the corresponding orthogonal polynomials. The coefficients in their
recurrence relations are of exponential growth or are polynomials of degree 2. The entire functions in the Nevanlinna parametrization
are found. The orthogonal polynomials with polynomial recurrence coefficients resemble the Freud polynomials with a = 1/2 . Inequalities are given for the largest zero and the asymptotic behavior of the largest zero is established.
April 24, 1996. Date revised: March 3, 1997. 相似文献
48.
I.IntroductionInordertocontroltheemissionofthestructurebornenoise,itisnecessarytostudythedifferentphysicalcharacteristicqualltitiesonrotationaldegreesoffreedombesidesthoseontranslationaldegreesoffreedom,duetothemulti-degreesoffreedomoftheemission.Amongthemthemomentmobilityisthemostimportalltone.Inrecentyears,adirectexcitationtechniqueforthemomenthasbeendevelopedbyacollaborattheresearchprojectbetweenShalltouUniversityandLiverpoolUniversity.Thernome11tmobilityisobtainedbyusingamomentactuatorwh… 相似文献
49.
关于两类污染数据回归分析的参数估计 总被引:21,自引:0,他引:21
研究简单回归模型:yj=a+βxj+εj,j=1,2,…,n,其中Eεj=0,Eε^2j=σ^2j;但y1,y2,…,yn受到另一独立同分布随机变量序列t,t2,…,tn两种不同方式的污染,tj与yj独立。本文给出了两种污染方式下的a、β和污染参数的估计。 相似文献
50.