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📄 hmm.h

📁 隐马尔可夫模型的C语言实现
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/**************************************************************************      File:   hmm.h**      功能:提供HMM的数据结构和定义*/#include "StdAfx.h"#include <stdlib.h>#include <stdio.h>#include <math.h>typedef struct {	int N;		/* 状态的个数;  Q={1,2,...,N} */	int M; 		/* 观察值得个数; V={1,2,...,M}*/	double	**A;	/* A[1..N][1..N]. a[i][j] 是从t时刻的状态i转移到t+1时刻
					的状态j的转移概率*/	double	**B;	/* B[1..N][1..M]. b[j][k] 是在状态j观察到观察值k的概率 */	double	*pi;	/* pi[1..N] pi[i] 是进入Markov链的状态分布 */} HMM;

//关于HMM的文件存取、初始化、拷贝函数void ReadHMM(FILE *fp, HMM *phmm);void PrintHMM(FILE *fp, HMM *phmm);void InitHMM(HMM *phmm, int N, int M, int seed);void CopyHMM(HMM *phmm1, HMM *phmm2);void FreeHMM(HMM *phmm);
//关于序列的存取,状态的计算等等void ReadSequence(FILE *fp, int *pT, int **pO);void PrintSequence(FILE *fp, int T, int *O);void GenSequenceArray(HMM *phmm, int seed, int T, int *O, int *q);int GenInitalState(HMM *phmm);int GenNextState(HMM *phmm, int q_t);int GenSymbol(HMM *phmm, int q_t);//前向后向算法、BaumWelch算法void Forward(HMM *phmm, int T, int *O, double **alpha, double *pprob);void ForwardWithScale(HMM *phmm, int T, int *O, double **alpha,        double *scale, double *pprob);void Backward(HMM *phmm, int T, int *O, double **beta, double *pprob);void BackwardWithScale(HMM *phmm, int T, int *O, double **beta,        double *scale, double *pprob);void BaumWelch(HMM *phmm, int T, int *O, double **alpha, double **beta,        double **gamma, int *niter, 	double *plogprobinit, double *plogprobfinal);
//Viterbi算法double *** AllocXi(int T, int N);void FreeXi(double *** xi, int T, int N);void ComputeGamma(HMM *phmm, int T, double **alpha, double **beta,        double **gamma);void ComputeXi(HMM* phmm, int T, int *O, double **alpha, double **beta,        double ***xi);void Viterbi(HMM *phmm, int T, int *O, double **delta, int **psi,        int *q, double *pprob);void ViterbiLog(HMM *phmm, int T, int *O, double **delta, int **psi,        int *q, double *pprob);//随机数相关函数int hmmgetseed(void);void hmmsetseed(int seed);double hmmgetrand(void); #define MAX(x,y)        ((x) > (y) ? (x) : (y))#define MIN(x,y)        ((x) < (y) ? (x) : (y)) 

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