Introduction - If you have any usage issues, please Google them yourself
---- Huffman algorithm to achieve Catalog under different procedures used eight different ways to achieve a Huffman coding algorithm, eight models were used huffman_a* Chain Structure Generation Huffman tree algorithm, This is the most basic method, the minimum efficiency.* Huffman_b use of "data structure" (Yan Wei Min, Xiulan WU Weimin, 1997, C language version) is the algorithm stored in a binary tree will be continuous space (static List), the space within each node still left subtree, right subtrees, parents and other indicators.* Canonical huffman_c use Huffman coding, while huffman_b storage structure transformation, will be stored in a binary tree continuous space tree, space each node type and the right node value of the same data type, size space for two* num, tree
Packet : 3971006haffmancode(vc).rar filelist
3457435354\Huffman.ncb
3457435354\Huffman.sln
3457435354\Huffman.suo
3457435354\huffman.vcproj
3457435354\huffman_a.cpp
3457435354\huffman_a.h
3457435354\huffman_b.cpp
3457435354\huffman_b.h
3457435354\huffman_base.cpp
3457435354\huffman_base.h
3457435354\huffman_c.cpp
3457435354\huffman_c.h
3457435354\huffman_d.cpp
3457435354\huffman_d.h
3457435354\huffman_e.cpp
3457435354\huffman_e.h
3457435354\huffman_f.cpp
3457435354\huffman_f.h
3457435354\huffman_g.cpp
3457435354\huffman_g.h
3457435354\huffman_h.cpp
3457435354\huffman_h.h
3457435354\main.cpp
3457435354\Makefile
3457435354\README.TXT
3457435354