Description: The longest common sub-sequence (LCS), the longest increasing subsequence (LIS), the longest sequence of public increments (LCIS) of the realization, according to " Introduction to Algorithms," to rewrite the English version of pseudo-code into C language version of a perfect test, through .
- [LongestSeq] - procedures for the analysis of algorithm
- [Dijkstra] - Array for the longest increasing subsequ
- [lcs] - Algorithm to achieve the longest common
- [programe] - There is a lot of the classic algorithm
- [LCS] - The largest common sub-sequences using d
- [LCS] - Realize incremental solving integer sequ
- [AlgorithmforLCS] - Wrote it myself, using VB.NET to prepare
- [lcs] - lcs
File list (Check if you may need any files):
exe
...\LCIS
...\....\dir.txt
...\....\in.txt
...\....\LCIS_v2.exe
...\....\out.txt
...\....\out1.txt
...\....\run.bat
...\LCS
...\...\dir.txt
...\...\in.txt
...\...\LCS.exe
...\...\out.txt
...\...\run.bat
...\LIS
...\...\dir.txt
...\...\in.txt
...\...\LIS.exe
...\...\out.txt
...\...\run.bat
ref
...\ASCII_references.mht
...\REF1.pdf
...\REF2.pdf
...\REF3.pdf
src
...\LCIS
...\....\lcis_v2.cpp
...\LCS
...\...\lcs.cpp
...\LIS
...\...\lis.cpp
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