Algorithm-RectanglesContainingDot_XS
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RectanglesContainingDot_XS.xs view on Meta::CPAN
current = algo->current;
if (!current || (current->top >= RECTANGLES_CHUNK_SIZE))
current = allocate_rectangles_chunk(aTHX_ algo);
rect = &(current->rects[current->top++]);
rect->x0 = x0;
rect->y0 = y0;
rect->x1 = x1;
rect->y1 = y1;
rect->name = newSVsv(name);
}
int
double_cmp(pTHX_ double *a, double *b) {
double fa = *a;
double fb = *b;
/* printf("cmp(%f, %f) => %d\n", fa, fb, (fa < fb) ? -1 : ((fa > fb) ? 1 : 0)); */
return (fa < fb) ? -1 : ((fa > fb) ? 1 : 0);
}
void
sort_inplace(pTHX_ double **v, int size) {
sortsv((SV**)v, size, (SVCOMPARE_t)&double_cmp);
}
struct division *
init_division(pTHX_ struct algorithm *algo) {
struct rectangles_chunk *chunk;
struct division *div;
struct rectangle **rect;
int size, i;
if (algo->div)
return algo->div;
/* printf("."); fflush(stdout); */
size = 0;
for(chunk = algo->chunks; chunk; chunk = chunk->next)
size += chunk->top;
div = allocate_division(aTHX_ size);
rect = div->rects;
for (chunk = algo->chunks; chunk; chunk = chunk->next) {
int i;
int top = chunk->top;
for (i=0; i<top; i++, rect++) {
/* printf("."); fflush(stdout); */
*rect = &(chunk->rects[i]);
}
}
return algo->div = div;
}
double
find_best_cut(pTHX_ struct rectangle **rects, int size, int dir,
double *bestv, int *sizel, int *sizer) {
double **v0, **v1, **vc0, **vc1;
double v, med, best;
int op, cl;
int i;
my_assert(bestv);
my_assert(sizel);
my_assert(sizer);
Newy(v0, size + 1, double *);
Newy(v1, size + 1, double *);
v0[size] = v1[size] = NULL;
vc0 = v0; vc1 = v1;
for (i=0; i<size; i++) {
if (dir == 'x') {
v0[i] = &(rects[i]->x0);
v1[i] = &(rects[i]->x1);
}
else {
v0[i] = &(rects[i]->y0);
v1[i] = &(rects[i]->y1);
}
/* printf( "%d: v0=%g, v1=%g\n", i, *(v0[i]), *(v1[i])); fflush(stdout); */
}
v0[size] = v1[size] = NULL;
sort_inplace(aTHX_ v0, size);
sort_inplace(aTHX_ v1, size);
op = cl = 0;
med = 0.5 * size;
best = (double)size * (double)size;
my_assert(best >= 0);
while (*v0 && *v1) {
double v, good;
double l, r;
v = (**v0 <= **v1) ? **v0 : **v1;
while (*v0 && v == **v0) {
op++;
v0++;
}
while (*v1 && v == **v1) {
cl++;
v1++;
}
my_assert(op > 0 && op <= size);
my_assert(cl >= 0 && cl <= size);
l = op - med;
r = size - cl - med;
good = (double)l * (double)l + (double)r * (double)r;
my_assert(good >= 0);
if (good < best) {
best = good;
*bestv = v;
*sizel = op;
*sizer = size - cl;
}
}
Safefry(vc0);
Safefry(vc1);
return best;
}
void
part_division(pTHX_ struct rectangle **rects, int size,
double cut, int dir,
struct division **left, int left_size,
struct division **right, int right_size) {
int i;
struct rectangle **rectsl, **rectsr;
my_assert(left);
my_assert(right);
my_assert(left_size);
my_assert(right_size);
my_assert(right_size < size);
my_assert(left_size < size);
*left = allocate_division(aTHX_ left_size);
*right = allocate_division(aTHX_ right_size);
// fprintf(stderr, "%d => %d, %d\n", size, left_size, right_size);
rectsl = (*left)->rects;
rectsr = (*right)->rects;
for (i = 0; i < size; i++) {
struct rectangle *rect = rects[i];
if (dir == 'x') {
if (cut >= rect->x0) *(rectsl++) = rect;
if (cut < rect->x1) *(rectsr++) = rect;
}
else {
if (cut >= rect->y0) *(rectsl++) = rect;
if (cut < rect->y1) *(rectsr++) = rect;
}
}
my_assert(rectsl == (*left)->rects + (*left)->size);
my_assert(rectsr == (*right)->rects + (*right)->size);
}
int
subdivide_division(pTHX_ struct division *div) {
int size;
my_assert(div);
size = div->size;
if (size > MIN_DIVISION) {
struct rectangle **rects = div->rects;
double bestreq = 0.24 * size * size;
double bestx, bestxx, besty, bestyy;
int sizelx, sizerx, sizely, sizery;
bestx = find_best_cut(aTHX_ rects, size, 'x', &bestxx, &sizelx, &sizerx);
if (bestx > 0)
besty = find_best_cut(aTHX_ rects, size, 'y', &bestyy, &sizely, &sizery);
else
besty = 1;
if (bestx < besty) {
if (bestx < bestreq) {
// fprintf(stderr, "bestx: %f, bestreq: %f\n", bestx, bestreq);
part_division(aTHX_ rects, size, bestxx, 'x', &(div->left), sizelx, &(div->right), sizerx);
div->cut = bestxx;
Safefry(div->rects);
div->rects = NULL;
return div->dir = 'x';
}
}
else {
if (besty < bestreq) {
// fprintf(stderr, "besty: %f, bestreq: %f\n", besty, bestreq);
part_division(aTHX_ rects, size, bestyy, 'y', &(div->left), sizely, &(div->right), sizery);
div->cut = bestyy;
Safefry(div->rects);
div->rects = NULL;
return div->dir = 'y';
}
}
}
return div->dir = 'n';
}
struct division *
division_containing_dot(pTHX_ struct division *div, double x, double y) {
while(1) {
int dir = div->dir;
if (!dir)
dir = subdivide_division(aTHX_ div);
switch(dir) {
case 'x':
div = (x <= div->cut) ? div->left : div->right;
break;
case 'y':
div = (y <= div->cut) ? div->left : div->right;
break;
default:
my_assert(div->rects);
return div;
}
}
}
MODULE = Algorithm::RectanglesContainingDot_XS PACKAGE = Algorithm::RectanglesContainingDot_XS
void
add_rectangle(self, name, x0, y0, x1, y1)
struct algorithm *self
SV *name
double x0
double y0
double x1
double y1
C_ARGS:
aTHX_ self, name, x0, y0, x1, y1
void
rectangles_containing_dot(self, x, y)
struct algorithm *self
double x
double y
PREINIT:
struct division *div;
int n = 0;
PPCODE:
div = init_division(aTHX_ self);
if (div) {
struct rectangle **rects;
int i, size;
div = division_containing_dot(aTHX_ div, x, y);
( run in 0.564 second using v1.01-cache-2.11-cpan-e1769b4cff6 )