文件名称:huffman
介绍说明－－下载内容均来自于网络，请自行研究使用
哈夫曼编码，直接使用[zipped,info] = norm2huff(x)调用函数即可实现。-Huffman coding, direct use of [zipped, info] = norm2huff (x) call function can be realized.
(系统自动生成,下载前可以参看下载内容)
下载文件列表
huffman
.......\Discalmer.txt
.......\frequency.m
.......\huff03.m
.......\huff2norm.m
.......\huffcode.m
.......\huffcodes2bin.m
.......\hufflen.m
.......\huffman_bench1.m
.......\huffman_bench2.m
.......\huffman_demo1.m
.......\huffman_demo2.m
.......\huffman_test1.m
.......\hufftext.txt
.......\hufftree.m
.......\norm2huff.m
.......\ReadMe.txt
.......\Discalmer.txt
.......\frequency.m
.......\huff03.m
.......\huff2norm.m
.......\huffcode.m
.......\huffcodes2bin.m
.......\hufflen.m
.......\huffman_bench1.m
.......\huffman_bench2.m
.......\huffman_demo1.m
.......\huffman_demo2.m
.......\huffman_test1.m
.......\hufftext.txt
.......\hufftree.m
.......\norm2huff.m
.......\ReadMe.txt