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zishiyingjunhenggg
  • Classification:Numerical Algorithm-Artificial Intelligence - matlab
  • Development Tool:matlab
  • Sise:101 KB
  • Upload time:2012/5/19 19:46:45
  • Uploader:k.rajendraprasad.mca
  • Download Statistics:
Description
This demo shows the BER performance of linear, decision feedback (DFE), and maximum likelihood sequence estimation (MLSE) equalizers when operating in a static channel with a deep null. The MLSE equal


eqberdemo_13.png

File list:
zishiyingjunheng
...............\eqberdemo.html
...............\eqberdemo.m
...............\eqberdemo.png
eqberdemo.png
...............\eqberdemo_01.png
eqberdemo_01.png
...............\eqberdemo_02.png
eqberdemo_02.png
...............\eqberdemo_03.png
eqberdemo_03.png
...............\eqberdemo_04.png
eqberdemo_04.png
...............\eqberdemo_05.png
eqberdemo_05.png
...............\eqberdemo_06.png
eqberdemo_06.png
...............\eqberdemo_07.png
eqberdemo_07.png
...............\eqberdemo_08.png
eqberdemo_08.png
...............\eqberdemo_09.png
eqberdemo_09.png
...............\eqberdemo_10.png
eqberdemo_10.png
...............\eqberdemo_11.png
eqberdemo_11.png
...............\eqberdemo_12.png
eqberdemo_12.png
...............\eqberdemo_13.png
eqberdemo_13.png
...............\eqberREADME.txt
...............\eqber_adaptive.html
...............\eqber_adaptive.m
...............\eqber_graphics.m
...............\eqber_mlse.html
...............\eqber_mlse.m
...............\eqber_siggen.html
...............\eqber_siggen.m
...............\figposition.m
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