基于256-QAM星座图重排HARQ技术

介绍了一种基于256-QAM调制的混合ARQ(HARQ)技术,该技术通过星座图重排,降低了多级调制造成的比特之间可靠性的差异,能够显著提高HARQ的性能。首先,提出了标准的符合格雷映射关系的256-QAM星座图后,并通过选取另外3个星座图进行重排,构成基于256-QAM的4星座图影射规则。仿真结果表明该方法最终降低复杂度并提高HARQ性能,这将对未来256-QAM的应用(例如HSDPA、HSUPA)提供较大的参考价值和现实意义。     

HSPA＋关键技术及性能评估

就TD—SCDMA系统而言,HSPA技术有两种增强型方式：一种为多载波捆绑技术,另一种为HSPA＋。其中HSPA＋包括分组业务持续连接（CPC）、增强CELL—FACH、层2增强、下行64QAM和MIMO等5种子技术。本文将对HSPA＋涉及的各项关键技术进行详细分析,并对引入各项技术后带来的性能增益进行评估。     

Fixed point property for Banach algebras associated to locally compact groups

In this paper we investigate when various Banach algebras associated to a locally compact group G have the weak or weak^∗ fixed point property for left reversible semigroups. We proved, for example, that if G is a separable locally compact group with a compact neighborhood of the identity invariant under inner automorphisms, then the Fourier-Stieltjes algebra of G has the weak^∗ fixed point property for left reversible semigroups if and only if G is compact. This generalizes a classical result of T.C. Lim for the case when G is the circle group T.     

Structure of Hiai-Petz parametrized geometry for positive definite matrices

Recently Hiai-Petz (2009) [10] discussed a parametrized geometry for positive definite matrices with a pull-back metric for a diffeomorphism to the Euclidean space. Though they also showed that the geodesic is a path of operator means, their interest lies mainly in metrics of the geometry. In this paper, we reconstruct their geometry without metrics and then we show their metric for each unitarily invariant norm defines a Finsler one. Also we discuss another type of geometry in Hiai and Petz (2009) [10] which is a generalization of Corach-Porta-Recht’s one [3].