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svm_smo.c
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/* Copyright (C) 1999 Greg Schohn - gcs@jprc.com */
/* ********************* svm_smo.c **********************
* John Platt's Sequential Minimal Optimization algorithm
* (http://www.research.microsoft.com/~jplatt/smo-book.pdf).
* This version is based on the modifications proposed by
* Keerthi, Shevade, Bhattacharyya & Murthy
* (http://guppy.mpe.nus.edu.sg/~mpessk/smo_mod.shtml)
*/
#include <bow/svm.h>
/* the debugging information is out of date since it uses svm_C as its bound
* instead of values in cvect */
//#define DEBUG
#define MAXDOUBLE DBL_MAX
inline int make_set(int bmap_size, int max_list_size, struct set *s) {
int i;
s->items = (int *) malloc(sizeof(int)*max_list_size);
s->loc_map = (int *) malloc(sizeof(int)*bmap_size);
if (!(s->items && s->loc_map)) {
return 0;
}
for (i=0; i<bmap_size; i++) {
s->loc_map[i] = -1;
}
s->ilength = 0;
return 1;
}
void free_set(struct set *s) {
free(s->items);
free(s->loc_map);
}
inline int set_insert(int a, struct set *s) {
if (s->loc_map[a] != -1) {
return 0;
}
s->loc_map[a] = s->ilength;
s->items[s->ilength] = a;
s->ilength ++;
return 1;
}
inline int set_delete(int a, struct set *s) {
if (s->loc_map[a] == -1) {
return 0;
}
if (!(s->ilength == s->loc_map[a] + 1)) {
/* we need to swap */
s->items[s->loc_map[a]] = s->items[s->ilength-1];
s->loc_map[s->items[s->ilength-1]] = s->loc_map[a];
}
s->loc_map[a] = -1;
s->ilength --;
return 1;
}
inline int set_lookup(int a, struct set *s) {
return (s->loc_map[a] != -1);
}
#ifdef DEBUG
int c0(double t, int y) { if (t < svm_epsilon_a || t > svm_C - svm_epsilon_a) return 1; else return 0; }
int c1(double t, int y) { if (t < svm_epsilon_a && y == 1) return 0; else return 1; }
int c2(double t, int y) { if (t > svm_C - svm_epsilon_a && y == -1) return 0; else return 1; }
int c3(double t, int y) { if (t > svm_C - svm_epsilon_a && y == 1) return 0; else return 1; }
int c4(double t, int y) { if (t < svm_epsilon_a && y == -1) return 0; else return 1; }
void check_s(struct set *s, int(*check_weight)(double,int), struct svm_smo_model *m) {
int i;
for (i=0; i<s->ilength; i++) {
if (s->loc_map[s->items[i]] != i) {
printf("loc_map inconsistent with item list!\n");
abort();
}
if (check_weight(m->weights[s->items[i]],m->yvect[s->items[i]])) {
printf("wrong set!\n");
abort();
}
}
return;
}
void check_inv(struct svm_smo_model *m,int ndocs) {
check_s(&(m->I0), c0, m);
check_s(&(m->I1), c1, m);
check_s(&(m->I2), c2, m);
check_s(&(m->I3), c3, m);
check_s(&(m->I4), c4, m);
if (m->I0.ilength + m->I1.ilength + m->I2.ilength +
m->I3.ilength + m->I4.ilength != ndocs) {
abort();
}
return;
}
#endif
static int m1=0,m2=0,m3=0,m4=0;
#define PRINT_SMO_PROGRESS(f,ms) (fprintf((f), \
"\r\t\t\t\t\t\tmajor: %d opt_single: %d/%d opt_pair: %d/%d ",\
(ms)->n_outer, (ms)->n_single_suc, (ms)->n_single_tot, \
(ms)->n_pair_suc, (ms)->n_pair_tot))
/* does NOT call kcache_age */
double smo_evaluate_error(struct svm_smo_model *model, int ex) {
/* do the hyperplane calculation... */
if (svm_kernel_type == 0) {
return (evaluate_model_hyperplane(model->W, 0.0, model->docs[ex]) - model->yvect[ex]);
} else {
bow_wv **docs;
int ndocs;
double sum;
double *weights;
int *yvect;
int i;
docs = model->docs;
ndocs = model->ndocs;
weights = model->weights;
yvect = model->yvect;
for (i=0, sum=0.0; i<ndocs; i++) {
if (weights[i] != 0.0) {
sum += yvect[i]*weights[i]*svm_kernel_cache(docs[i], docs[ex]);
}
}
return (sum - yvect[ex]);
}
}
/* in this case we need to compute the obj. function when a2 is at the endpoints */
double calc_eta_hi(int ex1, int ex2, double L, double H, double k11, double k12,
double k22, struct svm_smo_model *ms) {
bow_wv **docs;
int ndocs;
double *weights;
int *yvect;
double Lf, Hf,s, gamma;
double tmp;
int i;
docs = ms->docs;
ndocs = ms->ndocs;
weights = ms->weights;
yvect = ms->yvect;
/* this need not be horribly efficient, since it is only called,
* for every time eta is non-negative (which is alledgedly rare) */
{
double v1,v2;
double a1, a2;
int y1, y2;
for(i=0,v1=v2=0.0; i<ndocs; i++) {
if (i==ex1 || i==ex2) {
continue;
}
if (weights[i] == 0.0) {
continue;
}
tmp = yvect[i]*weights[i];
v1 += tmp*svm_kernel_cache(docs[ex1],docs[i]);
v2 += tmp*svm_kernel_cache(docs[ex2],docs[i]);
}
a1 = weights[ex1];
a2 = weights[ex2];
y1 = yvect[ex1];
y2 = yvect[ex2];
#define CALC_W(gamma,s,a2) ((tmp=gamma-s*a2) + a2 - .5*(k11*(tmp*tmp) - k22*a2*a2) \
- s*k12*tmp*a2 - y1*tmp*v1 - y2*a2*v2)
s = y1*y2;
gamma = a1-s*a2;
Lf = CALC_W(gamma,s,L);
Hf = CALC_W(gamma,s,H);
}
if (Lf > Hf + svm_epsilon_crit) {
return L;
} else if (Lf < Hf - svm_epsilon_crit) {
return H;
} else {
return MAXDOUBLE;
}
}
/* "tries" to jointly optimize a pair of lagrange weights ...
* can't always succeed - in those cases, 0 is returned, 1 on success */
/* INVARIANTS: both error[ex1] & error[ex2] must be valid, though
* it doesn't matter what set they belong to
* all of the weights are feasible & obey the lin. equality
* constraint when they come in & only this fn plays with the weights */
int opt_pair(int ex1, int ex2, struct svm_smo_model *ms) {
double a1, a2;
double ao1, ao2;
float C1, C2, C_min;
bow_wv **docs;
double diff1, diff2;
double e1, e2;
double eta; /* the value of the second deriv. of the obj */
double k11, k12, k22;
int ndocs;
double L, H;
double *weights;
int *yvect;
int y1, y2;
int i;
//printf("opt_pair(%d, %d)\n",ex1,ex2);
//printV("",ms->error,ms->ndocs,"\n");
if (ex1 == ex2) {
m1 ++;
return 0;
}
ms->n_pair_tot ++;
weights = ms->weights;
yvect = ms->yvect;
C1 = ms->cvect[ex1];
C2 = ms->cvect[ex2];
C_min = MIN(C1, C2);
y1 = yvect[ex1];
y2 = yvect[ex2];
a1 = weights[ex1];
a2 = weights[ex2];
if (y1 == y2) {
H = a1 + a2;
L = H - C1;
L = (0 > L) ? 0 : L;
H = (C2 < H) ? C2 : H;
} else {
L = a2 - a1;
H = L + C1;
L = (0 > L) ? 0 : L;
H = (C2 < H) ? C2 : H;
}
if (L >= H) {
m2++;
return 0;
}
docs = ms->docs;
ndocs = ms->ndocs;
k12 = svm_kernel_cache(docs[ex1],docs[ex2]);
k11 = svm_kernel_cache(docs[ex1],docs[ex1]);
k22 = svm_kernel_cache(docs[ex2],docs[ex2]);
eta = 2*k12 - k11 - k22;
//printf("k11,k12,k22,eta:(%f,%f,%f,%f)\n",k11,k12,k22,eta);
e1 = ms->error[ex1];
e2 = ms->error[ex2];
ao2 = a2;
if (eta < 0) {
/* a2 still holds weights[j] */
a2 = a2 - y2*(e1-e2)/eta;
if (a2 < L) a2 = L;
else if (a2 > H) a2 = H;
if (a2 < svm_epsilon_a) {
a2 = 0;
} else if (a2 > C2 - svm_epsilon_a) {
a2 = C2;
}
} else {
a2 = calc_eta_hi(ex1, ex2, L, H, k11, k12, k22, ms);
if (a2 == MAXDOUBLE)
return 0;
}
if (fabs(a2 - ao2) < svm_epsilon_a) { //*(a2 + ao2 + svm_epsilon_crit)) {
m4 ++;
return 0;
}
ao1 = weights[ex1];
a1 = ao1 + y1*y2*(ao2 - a2);
/* we know that a2 can't be out of the feasible range since we expilicitly
* tested for this (by clipping) - however, due to prec. problems - a1
* could be out of range - if it is, we need to make it feasible (to the
* alpha constraints), since the number is bogus anyway & was caused by
* precision problems - there's no reason to alter a2 */
if (a1 < svm_epsilon_a) {
a1 = 0.0;
} else if (a1 > C1 - svm_epsilon_a) {
a1 = C1;
}
weights[ex1] = a1;
weights[ex2] = a2;
diff1 = y1*(a1 - ao1);
diff2 = y2*(a2 - ao2);
/* update the hyperplane */
if (svm_kernel_type == 0) {
double *W = ms->W;
for (i=0; i<docs[ex1]->num_entries; i++) {
W[docs[ex1]->entry[i].wi] += diff1 * docs[ex1]->entry[i].weight;
}
for (i=0; i<docs[ex2]->num_entries; i++) {
W[docs[ex2]->entry[i].wi] += diff2 * docs[ex2]->entry[i].weight;
}
}
/* update the sets (& start to re-evaluate bup & blow) */
{
int j, i, y;
double a, aold, C, e;
struct set *s;
ms->bup = MAXDOUBLE;
ms->blow = -1*MAXDOUBLE;
for (j=0, i=ex1, a=a1, aold=ao1, y=y1, C=C1, e=e1;
j<2;
j++, i=ex2, a=a2, aold=ao2, y=y2, C=C2, e=e2) {
/* the following block also sets bup & blow to preliminary values.
* this is so that we don't need to repeat these checks when we're
* trying to figure out whether or not some */
if (a < svm_epsilon_a) {
if (y == 1) {
s = &(ms->I1);
if (ms->bup > e) { ms->bup = e; ms->iup = i; }
} else {
s = &(ms->I4);
if (ms->blow < e) { ms->blow = e; ms->ilow = i; }
}
} else if (a > C - svm_epsilon_a) {
if (y == 1) {
s = &(ms->I3);
if (ms->blow < e) { ms->blow = e; ms->ilow = i; }
} else {
s = &(ms->I2);
if (ms->bup > e) { ms->bup = e; ms->iup = i; }
}
} else {
s = &(ms->I0);
if (ms->blow < e) { ms->blow = e; ms->ilow = i; }
if (ms->bup > e) { ms->bup = e; ms->iup = i; }
}
if (set_insert(i, s)) { /* if this was actually inserted,
the state of sets has changed, something needs deleted */
int deleted=0;
if (aold < svm_epsilon_a) {
ms->nsv ++;
} else if (a < svm_epsilon_a) { /* if this a changed & its zero now, it used to be an SV */
ms->nsv --;
}
/* there's 12 different possible ways for the sets to change,
* I believe this to be a pretty simple & efficient way to do it... */
if (y == 1) {
if (s != &(ms->I1))
deleted = set_delete(i,&(ms->I1));
if (!deleted && s != &(ms->I3))
deleted = set_delete(i,&(ms->I3));
} else if (y == -1) {
if (s != &(ms->I2))
deleted = set_delete(i,&(ms->I2));
if (!deleted && s != &(ms->I4))
deleted = set_delete(i,&(ms->I4));
}
if (!deleted) {
set_delete(i,&(ms->I0));
}
}
}
}
ms->n_pair_suc ++;
/* much like the build_svm algorithm's s(t) vector, error needs
* to be updated every time we set some new alphas */
/* also finish update bup & blow */
{
double *error = ms->error;
int *items;
int nitems;
items = ms->I0.items;
nitems = ms->I0.ilength;
for (i=0; i<nitems; i++) {
double a, b;
a = svm_kernel_cache(docs[ex1],docs[items[i]]);
b = svm_kernel_cache(docs[ex2],docs[items[i]]);
error[items[i]] += diff1*a + diff2*b;
}
{
int efrom;
double e;
/* compute the new bup & blow */
for (i=0, e=ms->bup; i<nitems; i++) {
if (e > error[items[i]]) {
e = error[items[i]];
efrom = items[i];
}
}
if (e != ms->bup) {
ms->bup = e;
ms->iup = efrom;
}
for (i=0, e=ms->blow; i<nitems; i++) {
if (e < error[items[i]]) {
e = error[items[i]];
efrom = items[i];
}
}
if (ms->blow != e) {
ms->blow = e;
ms->ilow = efrom;
}
}
}
kcache_age();
//printf("blow = %f(%d), bup = %f(%d)\n",ms->blow, ms->ilow, ms->bup, ms->iup);
return 1;
}
/* this function is only called when all examples are being queried (ie.
* the examine_all phase). */
int opt_single(int ex2, struct svm_smo_model *ms) {
double *error;
int ndocs;
double *weights;
int *yvect;
double a2;
double e2;
int y2;
ms->n_single_tot ++;
error = ms->error;
ndocs = ms->ndocs;
weights = ms->weights;
yvect = ms->yvect;
y2 = ms->yvect[ex2];
a2 = weights[ex2];
if (set_lookup(ex2, &(ms->I0))) {
e2 = error[ex2];
} else {
e2 = error[ex2] = smo_evaluate_error(ms, ex2);
if (set_lookup(ex2, &(ms->I1)) || set_lookup(ex2, &(ms->I2))) {
if (e2 < ms->bup) {
ms->iup = ex2;
ms->bup = e2;
}
} else if (!set_lookup(ex2, &(ms->I0))) { /* must be in I3 orI4 */
if (e2 > ms->blow) {
ms->ilow = ex2;
ms->blow = e2;
}
}
}
{
int opt=1;
int ex1;
if (set_lookup(ex2, &(ms->I0)) || set_lookup(ex2, &(ms->I1))
|| set_lookup(ex2, &(ms->I2))) {
if (ms->blow-e2 > 2*svm_epsilon_crit) {
opt = 0;
ex1 = ms->ilow;
}
}
if (set_lookup(ex2, &(ms->I0)) || set_lookup(ex2, &(ms->I3))
|| set_lookup(ex2, &(ms->I4))) {
if (e2-ms->bup > 2*svm_epsilon_crit) {
opt = 0;
ex1 = ms->iup;
}
}
if (opt == 1) {
kcache_age();
return 0;
}
/* if we get here, then opt was == 1 & ex1 was valid */
if (set_lookup(ex2, &(ms->I0))) {
if (ms->blow > 2*e2 - ms->bup) {
ex1 = ms->ilow;
} else {
ex1 = ms->iup;
}
}
if (!set_lookup(ex1, &(ms->I0))) { /* not in the cache & it needs to be */
error[ex1] = smo_evaluate_error(ms, ex1);
}
kcache_age();
if (opt_pair(ex1, ex2, ms)) {
ms->n_single_suc ++;
return 1;
} else {
return 0;
}
}
}
int smo(bow_wv **docs, int *yvect, double *weights, double *a_b, double **W,
int ndocs, double *error, float *cvect, int *nsv) {
int changed;
int inspect_all;
struct svm_smo_model model;
int nchanged;
int num_words;
double *original_weights;
int i,j,k,n;
num_words = bow_num_words();
m1 = m2 = m3 = m4 = 0;
model.n_pair_suc = model.n_pair_tot = model.n_single_suc =
model.n_single_tot = model.n_outer = 0;
model.nsv = *nsv;
model.docs = docs;
model.error = error;
model.ndocs = ndocs;
model.cvect = cvect;
original_weights = NULL;
if (svm_kernel_type == 0 && !(*W)) {
*W = model.W = (double *) malloc(sizeof(double)*num_words);
} else {
model.W = NULL;
}
model.weights = weights;
model.yvect = yvect;
/* figure out the # of positives */
for (i=j=k=n=0; i<ndocs; i++) {
if (yvect[i] == 1) {
k = i;
j++;
} else {
n = i;
}
}
/* k is set to the last positive example found, n is the last negative */
make_set(ndocs,ndocs,&(model.I0));
make_set(ndocs,j,&(model.I1));
make_set(ndocs,ndocs-j,&(model.I2));
make_set(ndocs,j,&(model.I3));
make_set(ndocs,ndocs-j,&(model.I4));
/* this is the code which initializes the sets according to the weights values */
for (i=0; i<ndocs; i++) {
struct set *s;
if (weights[i] > svm_epsilon_a && weights[i] < cvect[i] - svm_epsilon_a) {
s = &(model.I0);
} else if (yvect[i] == 1) {
if (weights[i] < svm_epsilon_a) s = &(model.I1);
else s = &(model.I3);
} else {
if (weights[i] < svm_epsilon_a) s = &(model.I4);
else s = &(model.I2);
}
set_insert(i, s);
}
if (model.W) {
for (i=0; i<num_words; i++) {
model.W[i] = 0.0;
}
}
if (model.I0.ilength == 0) {
model.blow = 1;
model.bup = -1;
model.iup = k;
model.ilow = n;
error[k] = -1;
error[n] = 1;
} else { /* compute bup & blow */
int efrom, nitems;
int *items;
double e;
nitems = model.I0.ilength;
items = model.I0.items;
for (i=0, e=-1*MAXDOUBLE; i<nitems; i++) {
if (e < error[items[i]]) {
e = error[items[i]];
efrom = items[i];
}
}
model.blow = e;
model.ilow = efrom;
for (i=0, e=MAXDOUBLE; i<nitems; i++) {
if (e > error[items[i]]) {
e = error[items[i]];
efrom = items[i];
}
}
model.bup = e;
model.iup = efrom;
if (model.W) {
for (i=0; i<nitems; i++) {
for (j=0; j<docs[items[i]]->num_entries; j++) {
model.W[docs[items[i]]->entry[j].wi] +=
yvect[items[i]] * weights[items[i]] * docs[items[i]]->entry[j].weight;
}
}
/* also need to include bound sv's (I2 & I3) */
for (k=0, nitems=model.I2.ilength, items=model.I2.items;
k<2;
k++, nitems=model.I3.ilength, items=model.I3.items) {
for (i=0; i<nitems; i++) {
for (j=0; j<docs[items[i]]->num_entries; j++) {
model.W[docs[items[i]]->entry[j].wi] +=
yvect[items[i]] * weights[items[i]] * docs[items[i]]->entry[j].weight;
}
}
}
}
}
if (!model.W) {
model.W = *W;
}
if (svm_weight_style == WEIGHTS_PER_MODEL) {
kcache_init(ndocs);
}
inspect_all = 1;
nchanged = 0;
changed = 0;
while (nchanged || inspect_all) {
nchanged = 0;
#ifdef DEBUG
check_inv(&model,ndocs);
#endif
model.n_outer ++;
PRINT_SMO_PROGRESS(stderr, &model);
fflush(stderr);
if (1 && inspect_all) {
int ub = ndocs;
i=j=random() % ndocs;
for (k=0; k<2; k++,ub=j,i=0) {
for (; i<ub; i++) {
nchanged += opt_single(i, &model);
#ifdef DEBUG
check_inv(&model,ndocs);
#endif
}
}
inspect_all = 0;
} else {
/* greg's modification to keerthi, et al's modification 2 */
/* loop of optimizing all pairwise in a row with all elements
* in I0 (just like above, but only those in I0) */
do {
nchanged = 0;
/* here's the continuous iup/ilow loop */
while (1) {
if (!set_lookup(model.iup, &(model.I0))) {
error[model.iup] = smo_evaluate_error(&model,model.iup);
}
if (!set_lookup(model.ilow, &(model.I0))) {
error[model.ilow] = smo_evaluate_error(&model,model.ilow);
}
if (opt_pair(model.iup, model.ilow, &model)) {
#ifdef DEBUG
check_inv(&model,ndocs);
#endif
nchanged ++;
} else {
break;
}
if (model.bup > model.blow - 2*svm_epsilon_crit)
break;
}
if (nchanged) {
changed = 1;
}
nchanged = 0;
/* now inspect all of the elements in I0 */
{
int ub = ndocs;
i=j=random() % ndocs;
for (k=0; k<2; k++,ub=j,i=0) {
for (; i<ub; i++) {
if (set_lookup(i, &(model.I0))) {
nchanged += opt_single(i, &model);
#ifdef DEBUG
check_inv(&model,ndocs);
#endif
}
}
}
}
} while (nchanged);
/* of of the loop */
if (nchanged) {
changed = 1;
}
inspect_all = 1;
}
/* note: both of the above blocks no when they are done so they flip inspect_all */
if (nchanged) {
changed = 1;
}
}
free_set(&model.I0);
free_set(&model.I1);
free_set(&model.I2);
free_set(&model.I3);
free_set(&model.I4);
if (svm_weight_style == WEIGHTS_PER_MODEL) {
kcache_clear();
}
if (svm_verbosity > 3)
fprintf(stderr,"\n");
//printf("bup=%f, blow=%f\n",model.bup,model.blow);
*a_b = (model.bup + model.blow) / 2;
if (svm_kernel_type == 0) {
for (i=j=0; i<num_words; i++) {
if (model.W[i] != 0.0)
j++;
}
}
//printf("m1: %d, m2: %d, m3: %d, m4: %d", m1,m2,m3,m4);
*nsv = model.nsv;
return (changed);
}
/* defunct fn. */
inline double svm_smo_tval_to_err(double si, double b, int y) {
return 0.0;
}