文件名称:Algorithms_Signal_Processing

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  • 编程文档
  • 资源属性:
  • [Matlab] [源码]
  • 上传时间:
  • 2015-10-19
  • 文件大小:
  • 1.59mb
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  • 0次
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  • equali******
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所上传为教程《信号处理的数学方法和算法》的配套代码。该书为读者和编程爱好者提供了广泛的应用于当代信号处理里面的数学工具。本书提供了分析,线性代数,优化,统计信号处理方面的扎实基础知识,以及配套算法代码。有趣的前沿课题包括了许多其他信号处理书籍里面的问题,比如,EM算法,盲源操作,凸集合的投影,等等,还包括许多常规的课题,比如谱估计,自适应滤波,等等。-Mathematical Methods and Algorithms for Signal Processing tackles the challenge of providing readers and practitioners with the broad tools of mathematics employed in modern signal processing. Building an assumed background in signals and stochastic processes, the book provides a solid foundation in analysis, linear algebra, optimization, and statistical signal processing. Interesting modern topics not available in many other signal processing books such as the EM algorithm, blind source operation, projection on convex sets, etc., in addition to many more conventional topics such as spectrum estimation, adaptive filtering, etc.
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code of Mathematical Methods and Algorithms for Signal Processing (Pap -CdrPrentice Hall1999)\bookalgs\art1.m
...............................................................................................\........\bayes3.m
...............................................................................................\........\bidiag.m
...............................................................................................\........\bliter1.m
...............................................................................................\........\bss1.m
...............................................................................................\........\bssg.m
...............................................................................................\........\cholesky.m
...............................................................................................\........\compmap2.m
...............................................................................................\........\conjgrad1.m
...............................................................................................\........\conjgrad2.m
...............................................................................................\........\convnorm.m
...............................................................................................\........\dijkstra.m
...............................................................................................\........\dirtorefl.m
...............................................................................................\........\durbin.m
...............................................................................................\........\eigfil.m
...............................................................................................\........\eigfilcon.m
...............................................................................................\........\eigmakePQ.m
...............................................................................................\........\eigqrshiftstep.m
...............................................................................................\........\em1.m
...............................................................................................\........\esprit.m
...............................................................................................\........\et1.m
...............................................................................................\........\fblp.m
...............................................................................................\........\fordyn.m
...............................................................................................\........\gamble.m
...............................................................................................\........\gaussseid.m
...............................................................................................\........\golubkahanstep.m
...............................................................................................\........\gramschmidt1.m
...............................................................................................\........\hmmabn.m
...............................................................................................\........\hmmApiupn.m
...............................................................................................\........\hmmdiscf.m
...............................................................................................\........\hmmdiscfupn.m
...............................................................................................\........\hmmf.m
...............................................................................................\........\hmmfupdaten.m
...............................................................................................\........\hmmgausf.m
...............................................................................................\........\hmmgausfupn.m
...............................................

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