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dna-brnn.c
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400 lines (377 loc) · 13 KB
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#include <zlib.h>
#include <math.h>
#include <ctype.h>
#include <stdlib.h>
#include <string.h>
#include <assert.h>
#include "ketopt.h"
#include "dna-io.h"
#include "kann.h"
#include "mss.h"
#include "kseq.h"
KSEQ_DECLARE(gzFile)
#define DBR_VERSION "r60"
kann_t *dbr_model_gen(int n_lbl, int n_layer, int n_neuron, float h_dropout, float w0, int is_tied)
{
kad_node_t *s[2], *t, *w, *b, *y, *par[256]; // for very unreasonably deep models, this may overflow
int i, k, offset;
memset(par, 0, sizeof(kad_node_p) * 256);
for (k = 0; k < 2; ++k) {
s[k] = kad_feed(2, 1, 4), s[k]->ext_flag = KANN_F_IN, s[k]->ext_label = k + 1;
offset = 0;
for (i = 0; i < n_layer; ++i) {
if (is_tied) {
kad_node_t *h0;
h0 = kann_new_leaf2(&offset, par, KAD_CONST, 0.0f, 2, 1, n_neuron);
s[k] = kann_layer_gru2(&offset, par, s[k], h0, KANN_RNN_NORM);
} else s[k] = kann_layer_gru(s[k], n_neuron, KANN_RNN_NORM);
if (h_dropout > 0.0f) s[k] = kann_layer_dropout(s[k], h_dropout);
}
s[k] = kad_stack(1, &s[k]); // first and second pivot
}
s[1] = kad_reverse(s[1], 0);
t = kad_avg(2, s), t->flag &= ~KAD_POOL, w= kann_new_weight(n_lbl, n_neuron);
b = kann_new_bias(n_lbl);
t = kad_softmax(kad_add(kad_cmul(t, w), b)), t->ext_flag = KANN_F_OUT;
y = kad_feed(2, 1, n_lbl), y->ext_flag = KANN_F_TRUTH;
y = kad_stack(1, &y); // third pivot
if (w0 > 1.0f) {
b = kann_new_leaf(KAD_CONST, 1.0f, 1, n_lbl);
b->x[0] = w0;
t = kad_ce_multi_weighted(t, y, b);
} else t = kad_ce_multi(t, y);
t->ext_flag = KANN_F_COST;
return kann_new(t, 0);
}
int dbr_get_n_lbl(const kann_t *ann)
{
int out_id;
kad_node_t *p;
out_id = kann_find(ann, KANN_F_OUT, 0);
assert(out_id >= 0);
p = ann->v[out_id];
assert(p->n_d == 2);
return p->d[1];
}
void dbr_train(kann_t *ann, dn_seqs_t *dr, int ulen, float lr, int m_epoch, int mbs, int n_threads, int batch_len, const char *fn)
{
float **x[2], **y, *r, grad_clip = 10.0f, min_cost = 1e30f;
kann_t *ua;
int epoch, u, k, n_var, n_lbl;
n_lbl = dbr_get_n_lbl(ann);
x[0] = (float**)calloc(ulen, sizeof(float*));
x[1] = (float**)calloc(ulen, sizeof(float*));
y = (float**)calloc(ulen, sizeof(float*));
for (u = 0; u < ulen; ++u) {
x[0][u] = (float*)calloc(4 * mbs, sizeof(float));
x[1][u] = (float*)calloc(4 * mbs, sizeof(float));
y[u] = (float*)calloc(n_lbl * mbs, sizeof(float));
}
n_var = kann_size_var(ann);
r = (float*)calloc(n_var, sizeof(float));
ua = kann_unroll(ann, ulen, ulen, ulen);
kann_mt(ua, n_threads, mbs);
kann_set_batch_size(ua, mbs);
kann_switch(ua, 1);
kann_feed_bind(ua, KANN_F_IN, 1, x[0]);
kann_feed_bind(ua, KANN_F_IN, 2, x[1]);
kann_feed_bind(ua, KANN_F_TRUTH, 0, y);
for (epoch = 0; epoch < m_epoch; ++epoch) {
double cost = 0.0;
int i, j, b, tot = 0, ctot = 0, n_cerr = 0;
for (i = 0; i < batch_len; i += mbs * ulen) {
for (u = 0; u < ulen; ++u) {
memset(x[0][u], 0, 4 * mbs * sizeof(float));
memset(x[1][u], 0, 4 * mbs * sizeof(float));
memset(y[u], 0, n_lbl * mbs * sizeof(float));
}
for (b = 0; b < mbs; ++b) {
for (;;) {
k = dn_select_seq(dr, kann_drand());
if (dr->len[k] >= ulen) break;
}
j = (int)((dr->len[k] - ulen) * kad_drand(0));
for (u = 0; u < ulen; ++u) {
int c = (uint8_t)dr->seq[k][j + u];
int a = dr->lbl[k][j + u];
if (c >= 4) continue;
x[0][u][b * 4 + c] = 1.0f;
x[1][ulen - 1 - u][b * 4 + (3 - c)] = 1.0f;
y[u][b * n_lbl + a] = 1.0f;
}
}
cost += kann_cost(ua, 0, 1) * ulen * mbs;
n_cerr += kann_class_error(ua, &b);
tot += ulen * mbs, ctot += b;
if (grad_clip > 0.0f) kann_grad_clip(grad_clip, n_var, ua->g);
kann_RMSprop(n_var, lr, 0, 0.9f, ua->g, ua->x, r);
}
fprintf(stderr, "epoch: %d; running cost: %g (class error: %.2f%%)\n", epoch+1, cost / tot, 100.0 * n_cerr / ctot);
if (fn && cost / tot < min_cost) kann_save(fn, ann);
if (cost / tot < min_cost) min_cost = cost / tot;
}
kann_delete_unrolled(ua);
for (u = 0; u < ulen; ++u) { free(x[0][u]); free(x[1][u]); free(y[u]); }
free(r); free(y); free(x[0]); free(x[1]);
}
void dbr_predict_mss(int l, uint8_t *lbl, float *z, int min_mss_len, int xdrop_len)
{
const double sig_cap = 0.99, factor = 10.0;
msseg_t *segs;
double *s, min_sc, s0, xdrop;
int i, k, n_segs, st;
s0 = log(sig_cap / (1.0 - sig_cap));
min_sc = s0 * min_mss_len;
xdrop = xdrop_len > 0? s0 * xdrop_len * factor : -1.0;
s = (double*)calloc(l, sizeof(double));
for (i = 0; i < l; ++i) {
s[i] = z[i] < sig_cap? log(z[i] / (1.0 - z[i])) : s0;
if (lbl[i] == 0) s[i] *= -factor;
}
segs = mss_find_all(l, s, min_sc, xdrop, &n_segs);
for (k = 0, st = 0; k < n_segs; ++k) {
int cnt[128], max_lbl = -1, max_cnt = 0;
memset(cnt, 0, sizeof(int) * 128);
for (i = segs[k].st; i < segs[k].en; ++i)
++cnt[lbl[i]];
max_lbl = 1, max_cnt = cnt[1];
for (i = 2; i < 128; ++i)
if (max_cnt < cnt[i]) max_cnt = cnt[i], max_lbl = i;
for (i = segs[k].st; i < segs[k].en; ++i)
if (lbl[i] == 0) lbl[i] = max_lbl;
for (i = st; i < segs[k].st; ++i) lbl[i] = 0;
st = segs[k].en;
}
for (i = st; i < l; ++i) lbl[i] = 0;
free(segs);
free(s);
}
void dbr_predict(kann_t *ua, dn_bseq_t *bs, int ovlp_len, int min_mss_len, int xdrop_len, int use_mss)
{
float **x[2], **z;
uint64_t *st;
int mbs = -1, ulen;
int step, n_lbl, i, j, t, b, u;
kad_node_t *out;
assert(ovlp_len >= 0);
out = ua->v[kann_find(ua, KANN_F_OUT, 0)];
assert(out->n_d == 2);
mbs = kad_sync_dim(ua->n, ua->v, -1);
assert(out->d[0] % mbs == 0);
ulen = out->d[0] / mbs;
n_lbl = out->d[1];
step = ulen - (ovlp_len < ulen / 2? ovlp_len : ulen / 2);
x[0] = (float**)calloc(ulen, sizeof(float*));
x[1] = (float**)calloc(ulen, sizeof(float*));
for (u = 0; u < ulen; ++u) {
x[0][u] = (float*)calloc(4 * mbs, sizeof(float));
x[1][u] = (float*)calloc(4 * mbs, sizeof(float));
}
kann_feed_bind(ua, KANN_F_IN, 1, x[0]);
kann_feed_bind(ua, KANN_F_IN, 2, x[1]);
st = (uint64_t*)calloc(mbs, sizeof(uint64_t));
z = (float**)malloc(bs->n * sizeof(float*));
for (t = 0; t < bs->n; ++t)
z[t] = (float*)calloc(bs->a[t].len, sizeof(float));
for (t = b = 0; t < bs->n; ++t) {
dn_bseq1_t *s = &bs->a[t];
s->lbl = (uint8_t*)calloc(s->len, 1);
for (i = 0; i < s->len; i += step) {
for (j = i; j < s->len && j < i + ulen; ++j) {
int u = j - i, c = seq_nt4_table[(uint8_t)s->seq[j]];
if (c >= 4) continue;
x[0][u][b * 4 + c] = 1.0f;
x[1][ulen - 1 - u][b * 4 + (3 - c)] = 1.0f;
}
st[b++] = (uint64_t)t << 32 | i;
if (b == mbs || (t == bs->n - 1 && i + ulen >= s->len)) {
int k;
kann_eval_out(ua);
for (k = 0; k < b; ++k) {
int sid = st[k] >> 32, pos = (int32_t)st[k];
for (j = pos; j < bs->a[sid].len && j < pos + ulen; ++j) {
int u = j - pos, a, max_a;
float *y = &out->x[(u * mbs + k) * n_lbl], max;
max_a = 0, max = y[0];
for (a = 1; a < n_lbl; ++a)
if (y[a] > max) max = y[a], max_a = a;
if (max > z[sid][j]) z[sid][j] = max, bs->a[sid].lbl[j] = max_a;
}
}
for (u = 0; u < ulen; ++u) {
memset(x[0][u], 0, 4 * mbs * sizeof(float));
memset(x[1][u], 0, 4 * mbs * sizeof(float));
}
b = 0;
}
if (i + ulen >= s->len) break;
}
}
for (t = 0; t < bs->n; ++t) {
dn_bseq1_t *s = &bs->a[t];
for (i = 0; i < s->len; ++i)
if (seq_nt4_table[(uint8_t)s->seq[i]] >= 4)
s->lbl[i] = 0, z[t][i] = 1.0;
if (use_mss)
dbr_predict_mss(s->len, s->lbl, z[t], min_mss_len, xdrop_len);
else {
int j, sig_st = 0;
for (i = 1; i <= s->len; ++i) {
if (i == s->len || s->lbl[i] != s->lbl[i-1]) {
if (i - sig_st < min_mss_len)
for (j = sig_st; j < i; ++j)
s->lbl[j] = 0;
sig_st = i;
}
}
}
}
for (u = 0; u < ulen; ++u) { free(x[0][u]); free(x[1][u]); }
free(x[0]); free(x[1]); free(st);
for (t = 0; t < bs->n; ++t) free(z[t]);
free(z);
}
int main(int argc, char *argv[])
{
kann_t *ann = 0;
int c, n_layer = 1, n_neuron = 32, ulen = 150, to_apply = 0, to_eval = 0, out_fq = 0, min_mss_len = 50;
int batch_len = 10000000, mbs = 256, m_epoch = 25, n_threads = 1, is_tied = 1, seed = 11, ovlp_len = 50, xdrop_len = 50, use_mss = 1;
float h_dropout = 0.25f, lr = 0.001f, w0 = 0.0f;
char *fn_out = 0, *fn_in = 0;
ketopt_t o = KETOPT_INIT;
while ((c = ketopt(&o, argc, argv, 1, "Au:l:n:m:B:o:i:t:Tb:Ed:s:O:Sw:L:MX:", 0)) >= 0) {
if (c == 'u') ulen = atoi(o.arg);
else if (c == 'l') n_layer = atoi(o.arg);
else if (c == 'n') n_neuron = atoi(o.arg);
else if (c == 'r') lr = atof(o.arg);
else if (c == 's') seed = atoi(o.arg);
else if (c == 'm') m_epoch = atoi(o.arg);
else if (c == 'd') h_dropout = atof(o.arg);
else if (c == 'B') mbs = atoi(o.arg);
else if (c == 'o') fn_out = o.arg;
else if (c == 'i') fn_in = o.arg;
else if (c == 'A') to_apply = 1;
else if (c == 'E') to_eval = to_apply = 1;
else if (c == 't') n_threads = atoi(o.arg);
else if (c == 'O') ovlp_len = atoi(o.arg);
else if (c == 'S') out_fq = 1;
else if (c == 'w') w0 = atof(o.arg);
else if (c == 'L') min_mss_len = atoi(o.arg);
else if (c == 'X') xdrop_len = atoi(o.arg);
else if (c == 'M') use_mss = 0;
else if (c == 'T') is_tied = 0; // for debugging only; weights should be tiled for DNA sequences
else if (c == 'b') {
double x;
char *s;
x = strtod(o.arg, &s);
if (*s == 'g' || *s == 'G') x *= 1e9;
else if (*s == 'm' || *s == 'M') x *= 1e6;
else if (*s == 'k' || *s == 'K') x *= 1e3;
batch_len = (int)(x + .499);
}
}
if (argc - o.ind < 1) {
fprintf(stderr, "Usage: dna-brnn [options] <seq.fq>\n");
fprintf(stderr, "Options:\n");
fprintf(stderr, " General:\n");
fprintf(stderr, " -i FILE read a trained model from FILE []\n");
fprintf(stderr, " -o FILE write model to FILE []\n");
fprintf(stderr, " -u INT window length [%d]\n", ulen);
fprintf(stderr, " -B INT mini-batch size [%d]\n", mbs);
fprintf(stderr, " -t INT number of threads [%d]\n", n_threads);
fprintf(stderr, " Model construction:\n");
fprintf(stderr, " -l INT number of GRU layers [%d]\n", n_layer);
fprintf(stderr, " -n INT number of hidden neurons [%d]\n", n_neuron);
fprintf(stderr, " -d FLOAT dropout rate [%g]\n", h_dropout);
fprintf(stderr, " -w FLOAT weight on false positive errors [%g]\n", w0);
fprintf(stderr, " Training:\n");
fprintf(stderr, " -r FLOAT learning rate [%g]\n", lr);
fprintf(stderr, " -m INT number of epochs [%d]\n", m_epoch);
fprintf(stderr, " -b INT number of bases to train per epoch [%d]\n", batch_len);
fprintf(stderr, " -s INT PRNG seed [%d]\n", seed);
fprintf(stderr, " Prediction:\n");
fprintf(stderr, " -A predict using a trained model (req. -i)\n");
fprintf(stderr, " -E predict and evaluate a trained model (req. -i)\n");
fprintf(stderr, " -O INT segment overlap length [%d]\n", ovlp_len);
fprintf(stderr, " -L INT min signal len (0 to disable) [%d]\n", min_mss_len);
fprintf(stderr, " -X INT X-drop len (0 to disable) [%d]\n", xdrop_len);
return 1;
}
kann_srand(seed);
fprintf(stderr, "[M::%s] Version: %s\n", __func__, DBR_VERSION);
fprintf(stderr, "[M::%s] CMD: ", __func__);
for (c = 0; c < argc; ++c) {
if (c) fprintf(stderr, " ");
fprintf(stderr, "%s", argv[c]);
}
fputc('\n', stderr);
if (fn_in) ann = kann_load(fn_in);
if (!to_apply) {
dn_seqs_t *dr;
dr = dn_read(argv[o.ind]);
if (ann == 0) ann = dbr_model_gen(dr->n_lbl, n_layer, n_neuron, h_dropout, w0, is_tied);
dbr_train(ann, dr, ulen, lr, m_epoch, mbs, n_threads, batch_len, fn_out);
} else if (ann) {
gzFile fp;
kseq_t *ks;
int n_lbl;
int64_t *cnt;
kann_t *ua;
dn_bseq_t bs = {0,0,0};
n_lbl = dbr_get_n_lbl(ann);
cnt = (int64_t*)calloc(n_lbl * n_lbl, sizeof(int64_t));
fp = strcmp(argv[o.ind], "-")? gzopen(argv[o.ind], "r") : gzdopen(0, "r");
ks = kseq_init(fp);
ua = kann_unroll(ann, ulen, ulen, ulen);
kann_mt(ua, n_threads, mbs);
kann_set_batch_size(ua, mbs);
kann_switch(ua, 0);
while (dn_bseq_read(ks, &bs, batch_len) > 0) {
int j, i;
dbr_predict(ua, &bs, ovlp_len, min_mss_len, xdrop_len, use_mss);
for (j = 0; j < bs.n; ++j) {
dn_bseq1_t *s = &bs.a[j];
if (to_eval && s->qual) {
for (i = 0; i < s->len; ++i) {
int c = s->qual[i] - 33;
if (c < 0 || c >= n_lbl) continue;
++cnt[c * n_lbl + s->lbl[i]];
}
}
if (out_fq) {
printf("@%s\n", s->name);
puts(s->seq);
printf("+\n");
for (i = 0; i < s->len; ++i) s->lbl[i] += 33;
fwrite(s->lbl, 1, s->len, stdout);
putchar('\n');
} else {
int st = 0, x = 0;
for (i = 0; i <= s->len; ++i) {
if (i == s->len || s->lbl[i] != x) {
if (x > 0) printf("%s\t%d\t%d\t%d\n", s->name, st, i, x);
if (i == s->len) break;
st = i, x = s->lbl[i];
} else if (x == 0) st = i, x = s->lbl[i];
}
}
}
dn_bseq_reset(&bs);
}
kann_delete_unrolled(ua);
kann_delete(ann);
kseq_destroy(ks);
gzclose(fp);
if (to_eval) {
int a, b;
for (a = 0; a < n_lbl; ++a) {
fprintf(stderr, "[M::%s] true label %d:", __func__, a);
for (b = 0; b < n_lbl; ++b)
fprintf(stderr, " %11lld", (long long)cnt[a * n_lbl + b]);
fputc('\n', stderr);
}
}
free(cnt);
}
return 0;
}