static int *tabmax_fill(int *arr, t_dlist *list, size_t block_len)
{
size_t tmp_len;
t_dcell *tmp;
int i;
i = 0;
tmp = list->head;
arr[i] = ft_strlen((char *)tmp->data);
tmp = tmp->next;
tmp_len = 2;
while (tmp != list->head)
{
while (tmp_len < block_len && tmp != list->head)
{
if ((int)(ft_strlen((char *)tmp->data)) > arr[i])
arr[i] = ft_strlen((char *)tmp->data);
tmp = tmp->next;
tmp_len++;
}
tmp_len = 1;
i++;
}
return (cumulate(arr, i));
}
uint DecodeBlock(uchar *bin, FILE *fo) {
register int i,pos; step();
if(!(n=px.Decode(bin))) return 0;
baza = px.ran_decode(0);
memset(rb, 0, 0x100*sizeof(int));
step(); //Heh
for(i=0; i<n; i++) rb[bin[i]]++;
#define nextp(id) p[rb[bin[id]]++] = id
cumulate(); nextp(baza);
for(i=0; i<baza; i++) nextp(i);
for(i=baza+1; i<n; i++) nextp(i);
#undef nextp
for(pos=baza,i=0; i<n; i++) {
putc(bin[pos = p[pos]],fo);
assert(pos>=0 && pos<n);
}return n;
}
int update(ENVELOPE *env, POINT *p, FUNBAG *lpdf, METROPOLIS *metrop)
/* to update envelope to incorporate new point on log density*/
/* *env : envelope attributes */
/* *p : point to be incorporated */
/* *lpdf : to evaluate log-density */
/* *metrop : for metropolis step */
{
POINT *m,*ql,*qr,*q;
if(!(p->f) || (env->cpoint > env->npoint - 2)){
/* y-value has not been evaluated or no room for further points */
/* ignore this point */
return 0;
}
/* copy working POINT p to a new POINT q */
q = env->p + env->cpoint++;
q->x = p->x;
q->y = p->y;
q->f = 1;
/* allocate an unused POINT for a new intersection */
m = env->p + env->cpoint++;
m->f = 0;
if((p->pl->f) && !(p->pr->f)){
/* left end of piece is on log density; right end is not */
/* set up new intersection in interval between p->pl and p */
m->pl = p->pl;
m->pr = q;
q->pl = m;
q->pr = p->pr;
m->pl->pr = m;
q->pr->pl = q;
} else if (!(p->pl->f) && (p->pr->f)){
/* left end of interval is not on log density; right end is */
/* set up new intersection in interval between p and p->pr */
m->pr = p->pr;
m->pl = q;
q->pr = m;
q->pl = p->pl;
m->pr->pl = m;
q->pl->pr = q;
} else {
/* this should be impossible */
exit(10);
}
/* now adjust position of q within interval if too close to an endpoint */
if(q->pl->pl != NULL){
ql = q->pl->pl;
} else {
ql = q->pl;
}
if(q->pr->pr != NULL){
qr = q->pr->pr;
} else {
qr = q->pr;
}
if (q->x < (1. - XEPS) * ql->x + XEPS * qr->x){
/* q too close to left end of interval */
q->x = (1. - XEPS) * ql->x + XEPS * qr->x;
q->y = perfunc(lpdf,env,q->x);
} else if (q->x > XEPS * ql->x + (1. - XEPS) * qr->x){
/* q too close to right end of interval */
q->x = XEPS * ql->x + (1. - XEPS) * qr->x;
q->y = perfunc(lpdf,env,q->x);
}
/* revise intersection points */
if(meet(q->pl,env,metrop)){
/* envelope violation without metropolis */
return 1;
}
if(meet(q->pr,env,metrop)){
/* envelope violation without metropolis */
return 1;
}
if(q->pl->pl != NULL){
if(meet(q->pl->pl->pl,env,metrop)){
/* envelope violation without metropolis */
return 1;
}
}
if(q->pr->pr != NULL){
if(meet(q->pr->pr->pr,env,metrop)){
/* envelope violation without metropolis */
return 1;
}
}
/* exponentiate and integrate new envelope */
cumulate(env);
return 0;
}
int initial (double *xinit, int ninit, double xl, double xr, int npoint,
FUNBAG *lpdf, ENVELOPE *env, double *convex, int *neval,
METROPOLIS *metrop)
/* to set up initial envelope */
/* xinit : initial x-values */
/* ninit : number of initial x-values */
/* xl,xr : lower and upper x-bounds */
/* npoint : maximum number of POINTs allowed in envelope */
/* *lpdf : to evaluate log density */
/* *env : rejection envelope attributes */
/* *convex : adjustment for convexity */
/* *neval : current number of function evaluations */
/* *metrop : for metropolis step */
{
int i,j,k,mpoint;
POINT *q;
if(ninit<3){
/* too few initial points */
return 1001;
}
mpoint = 2*ninit + 1;
if(npoint < mpoint){
/* too many initial points */
return 1002;
}
if((xinit[0] <= xl) || (xinit[ninit-1] >= xr)){
/* initial points do not satisfy bounds */
return 1003;
}
for(i=1; i<ninit; i++){
if(xinit[i] <= xinit[i-1]){
/* data not ordered */
return 1004;
}
}
if(*convex < 0.0){
/* negative convexity parameter */
return 1008;
}
/* copy convexity address to env */
env->convex = convex;
/* copy address for current number of function evaluations */
env->neval = neval;
/* initialise current number of function evaluations */
*(env->neval) = 0;
/* set up space for envelope POINTs */
env->npoint = npoint;
env->p = (POINT *)malloc(npoint*sizeof(POINT));
if(env->p == NULL){
/* insufficient space */
return 1006;
}
/* set up envelope POINTs */
q = env->p;
/* left bound */
q->x = xl;
q->f = 0;
q->pl = NULL;
q->pr = q+1;
for(j=1, k=0; j<mpoint-1; j++){
q++;
if(j%2){
/* point on log density */
q->x = xinit[k++];
q->y = perfunc(lpdf,env,q->x);
q->f = 1;
} else {
/* intersection point */
q->f = 0;
}
q->pl = q-1;
q->pr = q+1;
}
/* right bound */
q++;
q->x = xr;
q->f = 0;
q->pl = q-1;
q->pr = NULL;
/* calculate intersection points */
q = env->p;
for (j=0; j<mpoint; j=j+2, q=q+2){
if(meet(q,env,metrop)){
/* envelope violation without metropolis */
return 2000;
}
}
/* exponentiate and integrate envelope */
cumulate(env);
/* note number of POINTs currently in envelope */
env->cpoint = mpoint;
return 0;
}
/* Radix sort part of an array of positions based on the given radix. */
void MSD_radixsort(int *positions, int start, int end) {
int sub_bucket_size = 0;
int occ[ASCII] = {0};
/* Scan the array and find every sub-bucket that is not fully resolved. */
/* At the same time, keep a record of occurrence of every char, which will */
/* be used to determine their location when sorted in-place. */
for (int i = start; i <= end; ++i) {
/* A bucket end is encountered. */
if ((is_bucket_end[i / 8] & 1 << (i % 8))) {
/* Skip sub-buckets that are fully resolved. */
if (sub_bucket_size == 0)
continue;
sub_bucket_size++;
/* Quicksort sufficiently small sub-buckets to improve efficiency. */
if (sub_bucket_size <= 1024 * 8) {
nb_of_new_buckets += (sub_bucket_size - 1);
for (int j = i - sub_bucket_size + 1; j < i; ++j)
is_bucket_end[j / 8] |= 1 << (j % 8);
qsort(&positions[i - sub_bucket_size + 1], sub_bucket_size, sizeof(int), compare);
for (int j = 0; j < ASCII; ++j)
occ[j] = 0;
sub_bucket_size = 0;
continue;
}
/* In-place bucket sort the sub-bucket. */
int sorted_position;
bool *sorted = calloc(1, sub_bucket_size);
occ[original[(positions[i] + radix) % file_size]]++;
int cumulate_occ[ASCII];
int bucket_index[ASCII] = {0};
cumulate(occ, cumulate_occ);
for (int j = i - sub_bucket_size + 1; j <= i; ++j) {
if (sorted[j - i + sub_bucket_size - 1])
continue;
int pending_position = positions[j];
unsigned char radix_char = original[(pending_position + radix) % file_size];
sorted_position = i - sub_bucket_size + 1 + cumulate_occ[radix_char] + (bucket_index[radix_char]++);
while (sorted_position > j) {
int tmp = positions[sorted_position];
sorted[sorted_position - i + sub_bucket_size - 1] = true;
positions[sorted_position] = pending_position;
/* Label the end of new sub-buckets. */
if (bucket_index[radix_char] == occ[radix_char] && !(is_bucket_end[sorted_position / 8] & 1 << (sorted_position % 8))) {
nb_of_new_buckets++;
is_bucket_end[sorted_position / 8] |= 1 << (sorted_position % 8);
}
pending_position = tmp;
radix_char = original[(pending_position + radix) % file_size];
sorted_position = i - sub_bucket_size + 1 + cumulate_occ[radix_char] + (bucket_index[radix_char]++);
}
sorted[sorted_position - i + sub_bucket_size - 1] = true;
positions[sorted_position] = pending_position;
if (bucket_index[radix_char] == occ[radix_char] && !(is_bucket_end[sorted_position / 8] & 1 << (sorted_position % 8))) {
nb_of_new_buckets++;
is_bucket_end[sorted_position / 8] |= 1 << (sorted_position % 8);
}
}
/* Resolve the '[' sub-bucket using quicksort. */
if (occ['['] > 1) {
qsort(&positions[i - sub_bucket_size + 1], occ['['], sizeof(int), compare_position_after_shift);
for (int j = i - sub_bucket_size + 1; j <= i - sub_bucket_size + occ['[']; ++j)
is_bucket_end[j / 8] |= 1 << (j % 8);
nb_of_new_buckets += (occ['['] - 1);
}
free(sorted);
for (int j = 0; j < ASCII; ++j)
occ[j] = 0;
sub_bucket_size = 0;
}
/* A bucket end is not yet encountered. */
else {
sub_bucket_size++;
occ[original[(positions[i] + radix) % file_size]]++;
}
}
}