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81.
将非线性度量学习(Nonlinear Metric Learning,NML)应用于说话人确认,提出了一种基于深度独立子空间分析(Independent Subspace Analysis,ISA)网络的说话人确认方法。区别于传统的线性度量学习方法,该方法使用深度独立子空间分析网络来学习一种从说话人原始空间到优化子空间的非线性显式映射,并在此基础上计算两条语音之间的相似性,以获得更好的说话人确认性能.所提方法在NIST SRE 2008数据集上进行了评估。评估结果表明,所提算法的等错误率指标相比传统的基于余弦距离打分的i-vector算法、线性判别分析(Linear Discriminant Analysis,LDA)算法、概率线性判别分析(Probabilistic Linear Discriminant Analysis,PLDA)算法分别下降了11.02%,6.40%和4.579%。 相似文献
82.
Florent Renac 《Journal of computational physics》2011,230(14):5739-5752
An algorithm for stabilizing linear iterative schemes is developed in this study. The recursive projection method is applied in order to stabilize divergent numerical algorithms. A criterion for selecting the divergent subspace of the iteration matrix with an approximate eigenvalue problem is introduced. The performance of the present algorithm is investigated in terms of storage requirements and CPU costs and is compared to the original Krylov criterion. Theoretical results on the divergent subspace selection accuracy are established. The method is then applied to the resolution of the linear advection–diffusion equation and to a sensitivity analysis for a turbulent transonic flow in the context of aerodynamic shape optimization. Numerical experiments demonstrate better robustness and faster convergence properties of the stabilization algorithm with the new criterion based on the approximate eigenvalue problem. This criterion requires only slight additional operations and memory which vanish in the limit of large linear systems. 相似文献
83.
84.
研究Birkhoff系统对称性的摄动与绝热不变量.给出了未受扰Birkhoff系统的Lie对称性导致的Hojman型精确不变量.基于力学系统的高阶绝热不变量的定义,研究在小扰动作用下Birkhoff系统Lie对称性的摄动,得到了系统的一类新型绝热不变量.举例说明结果的应用.
关键词:
Birkhoff系统
Lie对称性
摄动
绝热不变量 相似文献
85.
Jih-Hsin Cheng 《数学研究》2020,53(4):471-492
In this paper I would like to make a report on the results about hypersurfaces in the Heisenberg group and invariant curves and surfaces in CR geometry. The
results are contained in the papers [8, 9, 16] and [14]. Besides, I would also report
on the results about the strong maximum principle for a class of mean curvature type
operators in [10]. 相似文献
86.
In this paper, we establish the existence and uniqueness of invariant measures for a class of semilinear stochastic partial differential equations driven by multiplicative noise on a bounded domain. The main results can be applied to SPDEs of various types such as the stochastic Burgers equation and the reaction-diffusion equations perturbed by space-time white noise. 相似文献
87.
88.
We study a class of diffusion processes, which are determined by solutions X(t) to stochastic functional differential equation with infinite memory and random switching represented by Markov chain Λ(t): Under suitable conditions, we investigate convergence and boundedness of both the solutions X(t) and the functional solutions Xt: We show that two solutions (resp., functional solutions) from different initial data living in the same initial switching regime will be close with high probability as time variable tends to infinity, and that the solutions (resp., functional solutions) are uniformly bounded in the mean square sense. Moreover, we prove existence and uniqueness of the invariant probability measure of two-component Markov-Feller process (Xt,Λ(t)); and establish exponential bounds on the rate of convergence to the invariant probability measure under Wasserstein distance. Finally, we provide a concrete example to illustrate our main results. 相似文献
89.
本文对一类拟凸域E(m,n,K)给出其不变Kahler度量下的全纯截曲率的显表达式,并构造了E(m,n,K)的一个不变的完备的Kahler度量,使得它大于或等于Bergman度量,而且其全纯截曲率的上界是一个负常数,从而得到E(m,n,K)的Bergman度量和Kobayashi度量的比较定理。 相似文献
90.
Anton Baranov 《Journal of Functional Analysis》2010,258(8):2601-2636
In this series of papers we study subspaces of de Branges spaces of entire functions which are generated by majorization on subsets D of the closed upper half-plane. The present, first, part is addressed to the question which subspaces of a given de Branges space can be represented by means of majorization. Results depend on the set D where majorization is permitted. Significantly different situations are encountered when D is close to the real axis or accumulates to i∞. 相似文献