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101.
102.
Blowup behaviors for diffusion system coupled through nonlinear boundary conditions in a half space 总被引:1,自引:0,他引:1
LIN ZhiguiSchool of Mathematical Science Yangzhou University Yangzhou China 《中国科学A辑(英文版)》2004,47(1):72-82
This paper deals with the blowup estimates near the blowup time for the system of heat equations in a half space coupled through nonlinear boundary conditions. The upper and lower bounds of blowup rate are established. The uniqueness and nonunique-ness results for the system with vanishing initial value are given. 相似文献
103.
De-haoYu 《计算数学(英文版)》2004,22(2):309-318
In this paper, the natural boundary integral method, and some related methods, including coupling method of the natural boundary elements and finite elements, which is also called DtN method or the method with exact artificial boundary conditions, domain decomposition methods based on the natural boundary reduction, and the adaptive boundary element method with hyper-singular a posteriori error estimates, are discussed. 相似文献
104.
Yuqing Yan 《Journal of Mathematical Analysis and Applications》2018,457(1):248-272
By a dual method, two Carleman estimates for forward and backward stochastic parabolic equations with Neumann boundary conditions are established. Then they are used to study a null controllability problem and a state observation problem for some stochastic forward parabolic equations with Neumann boundary conditions. 相似文献
105.
In this paper,we explore some weakly consistent properties of quasi-maximum likelihood estimates(QMLE) concerning the quasi-likelihood equation in=1 Xi(yi-μ(Xiβ)) = 0 for univariate generalized linear model E(y |X) = μ(X'β).Given uncorrelated residuals {ei = Yi-μ(Xiβ0),1 i n} and other conditions,we prove that βn-β0 = Op(λn-1/2) holds,where βn is a root of the above equation,β0 is the true value of parameter β and λn denotes the smallest eigenvalue of the matrix Sn = ni=1 XiXi.We also show that the convergence rate above is sharp,provided independent non-asymptotically degenerate residual sequence and other conditions.Moreover,paralleling to the elegant result of Drygas(1976) for classical linear regression models,we point out that the necessary condition guaranteeing the weak consistency of QMLE is Sn-1→ 0,as the sample size n →∞. 相似文献
106.
B. Heidergott F. J. Vázquez-Abad 《Journal of Optimization Theory and Applications》2008,136(2):187-209
This paper addresses the problem of sensitivity analysis for finite-horizon performance measures of general Markov chains.
We derive closed-form expressions and associated unbiased gradient estimators for the derivatives of finite products of Markov
kernels by measure-valued differentiation (MVD). In the MVD setting, the derivatives of Markov kernels, called
-derivatives, are defined with respect to a class of performance functions
such that, for any performance measure
, the derivative of the integral of g with respect to the one-step transition probability of the Markov chain exists. The MVD approach (i) yields results that
can be applied to performance functions out of a predefined class, (ii) allows for a product rule of differentiation, that
is, analyzing the derivative of the transition kernel immediately yields finite-horizon results, (iii) provides an operator
language approach to the differentiation of Markov chains and (iv) clearly identifies the trade-off between the generality
of the performance classes that can be analyzed and the generality of the classes of measures (Markov kernels). The
-derivative of a measure can be interpreted in terms of various (unbiased) gradient estimators and the product rule for
-differentiation yields a product-rule for various gradient estimators.
Part of this work was done while the first author was with EURANDOM, Eindhoven, Netherlands, where he was supported by Deutsche
Forschungsgemeinschaft under Grant He3139/1-1. The work of the second author was partially supported by NSERC and FCAR grants
of the Government of Canada and Québec. 相似文献
107.
Piermarco Cannarsa Genni Fragnelli Dario Rocchetti 《Journal of Evolution Equations》2008,8(4):583-616
We give null controllability results for some degenerate parabolic equations in non divergence form on a bounded interval.
In particular, the coefficient of the second order term degenerates at the extreme points of the domain. For this reason,
we obtain an observability inequality for the adjoint problem. Then we prove Carleman estimates for such a problem. Finally,
in a standard way, we deduce null controllability also for semilinear equations.
相似文献
108.
S. K. Zavriev 《Journal of Global Optimization》1993,3(1):67-78
The paper is devoted to the convergence properties of finite-difference local descent algorithms in global optimization problems with a special -convex structure. It is assumed that the objective function can be closely approximated by some smooth convex function. Stability properties of the perturbed gradient descent and coordinate descent methods are investigated. Basing on this results some global optimization properties of finite-difference local descent algorithms, in particular, coordinate descent method, are discovered. These properties are not inherent in methods using exact gradients.The paper was presented at the II. IIASA-Workshop on Global Optimization, Sopron (Hungary), December 9–14, 1990. 相似文献
109.
We consider the steady plane flow of certain classes of viscoelastic fluids in exterior domains with a non-zero velocity prescribed at infinity. We study existence as well as asymptotic behaviour of solutions near infinity and show that for sufficiently small data the solution decays near infinity as fast as the fundamental solution to the Oseen problem. 相似文献
110.
Space-Time Point-Process Models for Earthquake Occurrences 总被引:5,自引:0,他引:5
Yosihiko Ogata 《Annals of the Institute of Statistical Mathematics》1998,50(2):379-402
Several space-time statistical models are constructed based on both classical empirical studies of clustering and some more speculative hypotheses. Then we discuss the discrimination between models incorporating contrasting assumptions concerning the form of the space-time clusters. We also examine further practical extensions of the model to situations where the background seismicity is spatially non-homogeneous, and the clusters are non-isotropic. The goodness-of-fit of the models, as measured by AIC values, is discussed for two high quality data sets, in different tectonic regions. AIC also allows the details of the clustering structure in space to be clarified. A simulation algorithm for the models is provided, and used to confirm the numerical accuracy of the likelihood calculations. The simulated data sets show the similar spatial distributions to the real ones, but differ from them in some features of space-time clustering. These differences may provide useful indicators of directions for further study. 相似文献