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huffman.c
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522 lines (465 loc) · 8.67 KB
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#include "list.h"
#include "huffman.h"
#include<string.h>
char *BUF;
void link(head_list *tl, node *n1, node *n2)
{
node *new;
new = malloc(sizeof(node));
if(new == NULL)
{
printf("Echec d'allocation de memoire\n");
exit(1);
}
new->type = typeNode;
new->proba = n1->proba + n2->proba;
new->n[0] = n1;
new->n[1] = n2;
add_node(tl, new);
}
node *search_firstnode(head_list *tl)
{
node_list *ln = tl->first;
node *min_node = ln->n;
unsigned int min = ln->n->proba;
while(ln)
{
if(ln->n->proba < min)
{
min = ln->n->proba;
min_node = ln->n;
}
ln = ln->nxt;
}
// On supprime le node mais il va etre rajoute avec link
remove_node(tl, min_node);
return(min_node);
}
void remove_node(head_list *tl, node *n)
{
node_list *tmp2 = tl->first;
node_list *tmp;
if(tmp2->n == n)
{
if(tl->first->nxt != NULL)
tl->first = tl->first->nxt;
else
tl->first = NULL;
return;
}
while(tmp2)
{
if(tmp2->n == n)
{
tmp->nxt = tmp2->nxt;
return;
}
tmp = tmp2;
tmp2 = tmp2->nxt;
}
}
node *create_leaf(int c, unsigned int proba)
{
node *new_f;
new_f = malloc(sizeof(node));
if(new_f == NULL)
{
printf("Echec d'allocation de memoire\n");
exit(1);
}
new_f->type = typeLeaf;
new_f->carac = c;
new_f->proba = proba;
return(new_f);
}
void print_tree(node *root)
{
typeStruct t = root->type;
if(t == typeNode)
{
print_tree(root->n[0]);
print_tree(root->n[1]);
printf("Noeud: %d\n", root->proba);
}
else
printf("Feuille: %c, %d\n",root->carac, root->proba);
}
void affiche_listenodes(head_list *tl)
{
node_list *ln = tl->first;
printf("Affichage d'une liste de nodes\n");
while(ln)
{
print_tree(ln->n);
ln = ln->nxt;
}
}
void print_dict(head_dict *hd)
{
Dict *d = hd->first;
printf("Affichage du dico\n");
while(d)
{
printf("%c: %s, size:%d\n", d->c, d->code, d->size);
d = d->nxt;
}
}
head_list *init_leafs(List l)
{
Element tmp = l.first;
head_list *tl = malloc(sizeof(head_list));
node_list *ln = malloc(sizeof(node_list));
if(ln == NULL || tl == NULL)
{
printf("Echec d'allocation de memoire\n");
exit(1);
}
ln->nxt = NULL;
ln->n = create_leaf(tmp->carac, tmp->nb);
tmp = tmp->nxt;
tl->first = ln;
while(tmp)
{
add_node(tl,create_leaf(tmp->carac, tmp->nb));
tmp = tmp->nxt;
}
return(tl);
}
void add_node(head_list *tl, node *n)
{
node_list *ln = tl->first;
node_list *new = malloc(sizeof(node_list));
if(new == NULL)
{
printf("Echec d'allocation de memoire\n");
exit(1);
}
new->nxt = NULL;
new->n = n;
if(tl->first == NULL)
{
tl->first = new;
return;
}
while(ln->nxt)
ln = ln->nxt;
ln->nxt = new;
}
// Fonction qui renvoie le nombre de nodes dans une liste de nodes
int nb_nodes(head_list *tl)
{
node_list *ln = tl->first;
unsigned int i = 0;
while(ln)
{
i++;
ln = ln->nxt;
}
return(i);
}
void free_node(node *root)
{
if(!root)
return;
typeStruct t = root->type;
if(t == typeNode)
{
free_node(root->n[0]);
free_node(root->n[1]);
}
free(root);
}
void free_nodelist(node_list *ln)
{
if(ln == NULL)
return;
free_node(ln->n);
free(ln);
}
void free_headlist(head_list *tl)
{
node_list *tmp = tl->first;
node_list *tmp2;
while(tmp)
{
tmp2 = tmp->nxt;
free_nodelist(tmp);
tmp = tmp2;
}
free(tl);
}
int depth_tree(head_list *tl)
{
int i = 0;
node_list *ln = tl->first;
node *n = ln->n;
while(n)
{
if(n->type == typeNode)
{
if(n->n[0]->type == typeNode)
n = n->n[0];
else
n = n->n[1];
i++;
}
else
break;
}
i++;
return(i);
}
void free_dict(Dict *d)
{
if(d == NULL)
return;
free_dict(d->nxt);
free(d->code);
free(d);
}
void free_headdict(head_dict *hd)
{
free_dict(hd->first);
free(hd);
}
char *val_dict(head_dict *hd, char key)
{
Dict *d = hd->first;
while(d)
{
if(key == d->c)
return(d->code);
d = d->nxt;
}
return(NULL);
}
void add_el_to_dict(head_dict *hd, char *code, char carac)
{
Dict *new_d = malloc(sizeof(Dict));
new_d->code = strdup(code);
new_d->c = carac;
int i = 0;
Dict *tmp;
while(code[i])
i++;
new_d->size = i;
if(!hd->first)
{
new_d->nxt = NULL;
hd->first = new_d;
return;
}
new_d->nxt = NULL;
tmp = hd->first;
while(tmp->nxt)
tmp = tmp->nxt;
tmp->nxt = new_d;
}
// Fonction Huffmann qui prend une liste de frequences et qui renvoie un arbre
head_list *Huffman(List list)
{
node *tmp;
node *tmp2;
head_list *tl;
tl = init_leafs(list);
while(nb_nodes(tl) != 1)
{
tmp = search_firstnode(tl);
tmp2 = search_firstnode(tl);
link(tl, tmp, tmp2);
}
return(tl);
}
void blek(char *str, int size)
{
int i;
for(i = 0; i<size; i++)
str[i] = '\0';
}
head_dict *fill_dict(head_list *tl)
{
head_dict *hd = malloc(sizeof(head_dict));
hd->first = NULL;
node_list *ln = tl->first;
int n = depth_tree(tl);
BUF = malloc(sizeof(char) * n);
blek(BUF, n);
fill_buf(ln->n, 'N', 0, hd);
free(BUF);
return(hd);
}
void fill_buf(node *n, char dir, int i, head_dict *hd)
{
if(n == NULL)
return;
if(dir == 'N')
i--;
else
BUF[i] = dir;
if(n->type == typeNode)
{
fill_buf(n->n[0], '0', i+1, hd);
fill_buf(n->n[1], '1', i+1, hd);
}
else
{
BUF[i+1] = '\0';
add_el_to_dict(hd, BUF, n->carac);
}
BUF[i] = '\0';
}
// Fonction qui convertit une chaine binaire en int puis cast en char pour n'avoir qu'un seul octet
char convert_strbin_to_char(char *str)
{
int len = strlen(str);
while(len < 8)
{
str[len] = '0';
len++;
}
unsigned int c = 0;
int t = 1;
for(int i = 0; i < 8; ++i)
{
if(str[8-i-1] == '1')
c = c+t;
t <<= 1;
}
return((char)c);
}
// Fonction de compression
void compress(FILE *fd)
{
printf("Compression en cours...\n");
List *list;
list = init_list();
head_list *tl;
int i;
fseek(fd, 0, SEEK_END);
int len_file = ftell(fd);
fseek(fd, 0, SEEK_SET);
char c[len_file];
fread(c, 1, len_file, fd);
for (i = 0; i < len_file; ++i)
add_char(c[i], list);
tl = Huffman(*list);
int size = depth_tree(tl);
char *full_code = malloc(sizeof(char) * i * size);
blek(full_code, i*size); // On vide la chaine
head_dict *hd = fill_dict(tl);
for (i = 0; i < len_file; ++i)
strcat(full_code,val_dict(hd, c[i]));
print_dict(hd);
int len = i; // size (en octets) du fichier d'entree
int len_freq = list->nb_symb;
fclose(fd);
int n = strlen(full_code);
int octets = (int)n / 8;
if(n%8)
octets++;
FILE *fd2;
fd2 = fopen("compressed.bin","wb");
if(fd2 == NULL)
{
perror("Error");
exit(1);
}
printf("Taille du fichier: %d octets\n", len);
fwrite((char*)&len, 4, 1, fd2); // ecriture de la size (octets) du fichier original sur 4 octets
fwrite(&octets, 4, 1, fd2); // ecriture de la size (octets) de la chaine composee de tous les codes
fwrite(&len_freq, 2, 1, fd2); // ecriture de la size (octets) de la liste de frequences sur 2 octets
// ecriture de la liste des frequences (occurences shehfickos)
Element el = list->first;
while(el)
{
fwrite(&el->carac, 1, 1, fd2); // ecriture du symbole
fwrite(&el->nb, 4, 1, fd2); // ecriture de sa frequence
el = el->nxt;
}
char buffer[9];
int j;
char carac;
i = 0;
while(i < n - n%8)
{
j = 0;
while(j < 8)
{
buffer[j] = full_code[i+j];
j++;
}
buffer[j] = '\0';
carac = convert_strbin_to_char(buffer);
fwrite(&carac, sizeof(char), 1, fd2);
i = i + j;
}
int h;
carac = 0;
if(i < n)
{
for (h = 0; h < n%8; ++h)
{
if(full_code[i+h] == '1')
carac |= (1 << (7-h));
}
}
fwrite(&carac, sizeof(char), 1, fd2);
free_headdict(hd);
free(full_code);
free_headlist(tl);
free_list(list);
fclose(fd2);
}
void decompress(FILE *fd)
{
int len = 0;
int len_freq = 0;
int n = 0;
fread(&len, 4, 1, fd); // lecture de la size (octets) du fichier original sur 4 octets
fread(&n, 4, 1, fd); // lecture de la size (octets) de la chaine composee de tous les codes
fread(&len_freq, 2, 1, fd); // lecture de la size (octets) de la liste de frequences
printf("Taille du fichier: %d octets\n", len);
printf("Decompression en cours...\n");
List *list = init_list();
char c;
int nb;
// Remplissage de la liste des frequences
for (int i = 0; i < len_freq; ++i)
{
fread(&c, 1, 1, fd);
fread(&nb, 4, 1, fd);
add_freq(c, nb, list);
}
head_list *tl;
tl = Huffman(*list);
unsigned char buffer[n];
unsigned char bit_curr;
node *node = tl->first->n; // On commence a la root de l'arbre
FILE *fd2;
fd2 = fopen("decompressed", "w");
if(fd2 == NULL)
{
perror("Error");
exit(1);
}
fread(buffer, 1, n, fd);
for (int i = 0; i < n; ++i)
{
for (bit_curr = 0x80; len && bit_curr; bit_curr >>= 1)
{
if(node->type == typeLeaf)
{
len--;
fputc(node->carac, fd2);
node = tl->first->n; // On a trouve un caractere donc on revient a la root
}
if(buffer[i] & bit_curr)
node = node->n[1];
else
node = node->n[0];
}
}
fclose(fd2);
free_headlist(tl);
free_list(list);
}