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991.
Christos Papadimitropoulos 《Journal of Functional Analysis》2010,259(1):1-27
We establish the existence of Salem sets in the ring of integers of any local field and study the Fourier restriction phenomenon on such sets. Optimal extension of the Hausdorff-Young inequality, initially attained for the torus by G. Mockenhaupt and W. Ricker, is also established in the local field setting. 相似文献
992.
A new method to pattern recognition of gas–liquid two-phase flow regimes based on improved local binary pattern (LBP) operator is proposed in this paper. Five statistic features are computed using the texture pattern matrix obtained from the improved LBP. The support vector machine and back-propagation neural network are trained to flow pattern recognition of five typical gas–liquid flow regimes. Experimental results demonstrate that the proposed method has achieved better recognition accuracy rates than others. It can provide reliable reference for other indirect measurement used to analyze flow patterns by its physical objectivity. 相似文献
993.
Lucian Coroianu 《Numerical Functional Analysis & Optimization》2013,34(7):713-727
In this article, we investigate the local approximation and shape preserving properties in subintervals for the Meyer-König and Zeller max-product operators. The results obtained put in evidence that in the class of strictly positive continuous functions, the local properties of the nonlinear Meyer-König and Zeller max-product operators are much stronger and more general than those in the case of their linear counterparts. 相似文献
994.
We derive a formulation of the spectral element method which is compatible on very general unstructured three-dimensional grids. Here compatible means that the method retains discrete analogs of several key properties of the divergence, gradient and curl operators: the divergence and gradient are anti-adjoints (the negative transpose) of each other, the curl is self-adjoint and annihilates the gradient operator, and the divergence annihilates the curl. The adjoint relations hold globally, and at the element level with the inclusion of a natural discrete element boundary flux term. 相似文献
995.
A smoothing-type algorithm for solving system of inequalities 总被引:1,自引:0,他引:1
Zheng-Hai Huang Ying Zhang Wei Wu 《Journal of Computational and Applied Mathematics》2008,220(1-2):355-363
In this paper we consider system of inequalities. By constructing a new smoothing function, the problem is approximated via a family of parameterized smooth equations. A Newton-type algorithm is applied to solve iteratively the smooth equations so that a solution of the problem concerned is found. We show that the algorithm is globally and locally quadratically convergent under suitable assumptions. Preliminary numerical results are reported. 相似文献
996.
William Heinzer 《代数通讯》2013,41(8):3249-3274
Let I be a complete m-primary ideal of a regular local ring (R, m) of dimension d ≥ 2. In the case of dimension two, the beautiful theory developed by Zariski implies that I factors uniquely as a product of powers of simple complete ideals and each of the simple complete factors of I has a unique Rees valuation. In the higher dimensional case, a simple complete ideal of R often has more than one Rees valuation, and a complete m-primary ideal I may have finitely many or infinitely many base points. For the ideals having finitely many base points Lipman proves a unique factorization involving special *-simple complete ideals and possibly negative exponents of the factors. Let T be an infinitely near point to R with dim R = dim T and R/m = T/m T . We prove that the special *-simple complete ideal P RT has a unique Rees valuation if and only if either dim R = 2 or there is no change of direction in the unique finite sequence of local quadratic transformations from R to T. We also examine conditions for a complete ideal to be projectively full. 相似文献
997.
A predator–prey system with stage structure for the predator and time delay due to the gestation of the predator is investigated. By analyzing the corresponding characteristic equations, the local stability of a positive equilibrium and two boundary equilibria of the system is discussed, respectively. Further, the existence of a Hopf bifurcation at the positive equilibrium is also studied. By using an iteration technique and comparison argument, respectively, sufficient conditions are derived for the global stability of the positive equilibrium and one of the boundary equilibria of the proposed system. As a result, the threshold is obtained for the permanence and extinction of the system. Numerical simulations are carried out to illustrate the main results. 相似文献
998.
This paper adopts the GM(1, 1) model to predict the rates of return of nine major index futures in the American and Eurasian markets. In a further step, by means of local grey relational analysis and by employing the GM(1, N) model for the first time, the variation relatedness and the main influencing factor among the above mentioned targeted markets is determined. Then, a comparison between GARCH/TGARCH and the grey theory with regard to predictive power is conducted. The findings reveal that the GARCH/TGARCH model performs better than the GM(1, 1), including the optimal α method, in terms of forecasting capabilities. Meanwhile, it is also found that GARCH and spillover effects indeed exist. Moreover, GM(1, N) also reveals that the daily rate of return of the Dow Jones index futures has the most influence on the rates of return of the other index futures. 相似文献
999.
The behavior of the presmoothed density estimator is studied when different ways to estimate the conditional probability of
uncensoring are used. The Nadaraya–Watson, local linear and local logistic approach are compared via simulations with the
classical Kaplan–Meier estimator. While the local logistic presmoothing estimator presents the best performance, the relative
benefits of the local linear versus the Nadaraya–Watson estimator depend very much on the shape of some underlying functions. 相似文献
1000.
《Journal of computational and graphical statistics》2013,22(2):474-492
Recent work in the field of cluster analysis has focused on designing algorithms that address the issue of ever growing datasets and provide meaningful solutions for data with high cardinality and/or dimensionality, under the natural restriction of limited resources. Within this line of research, we propose a method drawing on the principles of projection pursuit and grid partitioning, which focuses on reducing computational requirements for large datasets without loss of performance. To achieve that, we rely on procedures such as sampling of objects, feature selection, and quick density estimation using histograms. The present algorithm searches for low-density points in potentially favorable one-dimensional projections, and partitions the data by a hyperplane passing through the best split point found. Tests on synthetic and reference data indicate that our method can quickly and efficiently recover clusters that are distinguishable from the remaining objects on at least one direction; linearly nonseparable clusters are usually subdivided. The solution is robust in the presence of noise in moderate levels, and when the clusters are partially overlapping. An implementation of the algorithm is available online, as supplemental material. 相似文献