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CAREER: Maximum Partial Likelihood Methods for Communications

CAREER: Maximum Partial Likelihood Methods for Communications
职业:通信的最大部分似然法
批准号:
9703161
负责人:
Tulay Adali
金额:
$20.0万
依托单位国家:
美国
项目类别:
Standard Grant
财政年份:
1997
资助国家:
美国
项目状态:
已结题
起止时间:
1997-08-01 至 2003-07-31

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中文摘要
翻译
我们建议开发一个统计框架的非线性信号处理的通信,通过使用最大似然估计,最大偏似然(MPL)理论的最新扩展。 MPL允许相关和缺失观测,以及仅使用处理时可用的信息对数据进行顺序处理。在该框架中包含相关数据允许在存在具有存储器的源和信道的情况下开发用于联合检测和估计的技术,例如将联合收割机最大似然序列检测与自适应均衡相结合。建议的研究包括一类新的实时自适应信号处理算法的MPL估计的基础上,通过使用梯度优化和信息论交替投影,研究其统计和动态特性,将顺序/复杂度的确定纳入计划,并在均衡,联合均衡和序列估计,和可变速率语音编码的实施。 PI的教育目标是通过承诺为学生提供必要的理论和实践设施来解决现实世界的问题;帮助他们成熟为足智多谋和创造性的工程师,他们可以满足一个学科的挑战迅速增长的复杂性。关于这一领域的项目和最大偏似然研究的信息可在http://engr.umbc.edu/~adali上找到。
英文摘要
We propose to develop a statistical framework for nonlinear signal processing for communications by using a recent extension of maximum likelihood estimation, the maximum partial likelihood (MPL) theory. MPL allows for dependent and missing observations and sequential processing of data using only the information that is available at the time of processing. The inclusion of the dependent data in the framework allows development of techniques for joint detection and estimation in the presence of sources and channels with memory, for example to combine maximum likelihood sequence detection with adaptive equalization. The proposed research includes development of a new class of real-time adaptive signal processing algorithms based on MPL estimation by using both gradient optimization and information-theoretic alternating projections, study of their statistical and dynamic properties, incorporation of order/complexity determination into the scheme, and implementations in equalization, joint equalization and sequence estimation, and variable rate speech coding. The educatimn goals of the PI are shaped by the commitment to equip the students with the necessary theoretical and practical facilities to solve real-world problems; to help them mature into resourceful and creative engineers who could meet the challenges of a discipline rapidly growing in complexity. Information on projects in this area and on maximum partial likelihood research can be found at http://engr.umbc.edu/~adali.
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会议论文
Collaborative Research:CISE-ANR:CIF:Small:Learning from Large Datasets - Application to Multi-Subject fMRI Analysis
CIF: Small: Source Separation with an Adaptive Structure for Multi-Modal Data Fusion
CIF: Small: Collaborative Research: Entropy Rate for Source Separation and Model Selection: Applications in fMRI and EEG Analysis
III: Small: Collaborative Research: Canonical Dependence Analysis for Multi-modal Data Fusion and Source Separation
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