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991.
An interior point method for monotone linear complementarity problems acting in a wide neighborhood of the central path is
presented. The method has
-iteration complexity and is superlinearly convergent even when the problem does not possess a strictly complementary solution.
Mathematics Subject Classification (2000): 49M15, 65K05, 90C33
Work supported by the National Science Foundation under Grant No. 0139701.
An erratum to this article is available at. 相似文献
992.
We solve a problem proposed by Jacobson, Kézdy, and Lehel [4] concerning the existence of forbidden induced subgraph characterizations of line graphs of linear k-uniform hypergraphs with sufficiently large minimal edge-degree. Actually, we prove that for each k3 there is a finite set Z(k) of graphs such that each graph G with minimum edge-degree at least 2k2–3k+1 is the line graph of a linear k-uniform hypergraph if and only if G is a Z(k)-free graph.Acknowledgments. We thank the anonymous referees, whose suggestions helped to improve the presentation of the paper.Winter 2002/2003 DIMACS Award is gratefully acknowledged2000 Mathematics Subject Classification: 05C65 (05C75, 05C85) 相似文献
993.
A New Decomposition Technique in Solving Multistage Stochastic Linear Programs by Infeasible Interior Point Methods 总被引:1,自引:0,他引:1
Multistage stochastic linear programming (MSLP) is a powerful tool for making decisions under uncertainty. A deterministic equivalent problem of MSLP is a large-scale linear program with nonanticipativity constraints. Recently developed infeasible interior point methods are used to solve the resulting linear program. Technical problems arising from this approach include rank reduction and computation of search directions. The sparsity of the nonanticipativity constraints and the special structure of the problem are exploited by the interior point method. Preliminary numerical results are reported. The study shows that, by combining the infeasible interior point methods and specific decomposition techniques, it is possible to greatly improve the computability of multistage stochastic linear programs. 相似文献
994.
Eero Immonen 《Journal of Mathematical Analysis and Applications》2004,300(1):79-101
In this article, we study the effect of the chosen representation of a point value (and point evaluation) on the class of periodic signals realizable using a certain type of infinite-dimensional linear system. By suitably representing the point evaluation at the origin in a Hilbert space, we are able to give a complete characterization of its extensions. These extensions involve a new concept called δ-sequence, the use of which as an observation operator of an infinite-dimensional linear system is studied in this article. In particular, we consider their use in the realization of periodic signals. We also investigate how the use of δ-sequences affects the convergence properties of such realizations; we consider the rate and character of convergence and the removal of the Gibbs phenomenon. As still a further demonstration of the significance of the chosen concept of a point value, we discuss the use of distributional point values in the realization of periodic distributions. The possible applications of this work lie in regulator problems of infinite-dimensional control theory, as is indicated by the well-known internal model principle. 相似文献
995.
We derive asymptotic expansions for tails of infinite weighted convolutions of some heavy-tailed distributions. Applications
are given to tail expansion of the marginal distribution of ARMA processes, randomly stopped sums, as well as limiting waiting
time distribution.
AMS 2000 Subject Classifications. Primary—62E99, Secondary—41A60, 44A35, 60G50, 60K25 相似文献
996.
Baskakov算子也是一类很重要的正线性算子,在其它领域(如概率及其它学科)都应用很广,本文利用多元分解技巧和已有的一元的结论得出多元Baskakov算子的等价一致逼近定理. 相似文献
997.
研究了线性模型中回归参数 M估计的强相合性 ,在 dn=o( 1 / logn)情形下 ,给出了较弱的充分条件 .与 [1 ]中相应结论比较 ,我们将有界性条件改善为矩母函数存在性条件 ,因此作了实质性的改进 相似文献
998.
Safe bounds in linear and mixed-integer linear programming 总被引:1,自引:0,他引:1
Current mixed-integer linear programming solvers are based on linear programming routines that use floating-point arithmetic. Occasionally, this leads to wrong solutions, even for problems where all coefficients and all solution components are small integers. An example is given where many state-of-the-art MILP solvers fail. It is then shown how, using directed rounding and interval arithmetic, cheap pre- and postprocessing of the linear programs arising in a branch-and-cut framework can guarantee that no solution is lost, at least for mixed-integer programs in which all variables can be bounded rigorously by bounds of reasonable size.
Mathematics Subject Classification (2000):primary 90C11, secondary 65G20 相似文献
999.
1000.