code backup
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90
layout.c
90
layout.c
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@ -4,6 +4,8 @@
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#include <stdlib.h>
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#include <stdint.h>
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#include <string.h>
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#include <assert.h>
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#include "kvec.h"
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#include "khash.h"
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#include "kseq.h"
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@ -24,20 +26,20 @@ typedef struct {
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float min_aln_ratio;
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} lo_opt_t;
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KHASH_SET_INIT_INT(int)
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KHASH_MAP_INIT_INT(int, int)
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typedef khash_t(int) inthash_t;
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typedef struct {
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int id;
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int contained;
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char *name;
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inthash_t *nei;
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inthash_t *nei[2];
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} vertex_t;
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typedef kvec_t(vertex_t) vertex_v;
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typedef struct {
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int type, score, l[2], s[2], e[2]; // length, start and end
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int type, score, l[2], s[2], e[2], d[2]; // length, start and end
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} edgeinfo_t;
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KHASH_MAP_INIT_INT64(edge, edgeinfo_t)
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@ -71,7 +73,7 @@ ograph_t *lo_graph_init()
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return g;
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}
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int lo_infer_edge_type(const lo_opt_t *opt, int l[2], int s[2], int e[2])
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int lo_infer_edge_type(const lo_opt_t *opt, int l[2], int s[2], int e[2], int d[2])
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{
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int el, x[2], a[2], r[2]; // x: eXtended length, a: Aligned length; r: Remaining length
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int t[2][2], type;
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@ -93,6 +95,7 @@ int lo_infer_edge_type(const lo_opt_t *opt, int l[2], int s[2], int e[2])
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if (r[0] < 0) type ^= 3; // reverse the direction
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} else type = x[0] / l[0] > x[1] / l[1]? LO_T_C1 : LO_T_C2;
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} else type = LO_T_I; // internal local match; not a suffix-prefix match
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d[0] = abs(r[0]); d[1] = abs(r[1]);
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return type;
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}
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@ -119,8 +122,9 @@ ograph_t *lo_graph_parse(const lo_opt_t *opt, kstream_t *ks)
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z->id = kh_size(g->n);
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z->name = strdup(p);
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z->contained = 0;
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z->nei = 0; // don't initialize the hash table right now
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z->nei[0] = z->nei[1] = 0; // don't initialize the hash table right now
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k = kh_put(name, g->n, z->name, &absent);
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assert(absent);
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kh_val(g->n, k) = z->id;
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}
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id[(i==4)] = kh_val(g->n, k);
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@ -138,7 +142,7 @@ ograph_t *lo_graph_parse(const lo_opt_t *opt, kstream_t *ks)
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if (*q == 0) break;
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}
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if (i < 9) continue; // not enough fields
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e.type = lo_infer_edge_type(opt, e.l, e.s, e.e);
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e.type = lo_infer_edge_type(opt, e.l, e.s, e.e, e.d);
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if (e.type == LO_T_C1) {
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g->v.a[id[0]].contained = 1;
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} else if (e.type == LO_T_C2) {
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@ -152,7 +156,8 @@ ograph_t *lo_graph_parse(const lo_opt_t *opt, kstream_t *ks)
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// printf("%d\t%d\t%d\t%d\t%d\t%d\t%d\t%d\n", id[0], e.l[0], e.s[0], e.e[0], id[1], e.l[1], e.s[1], e.e[1]);
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}
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free(str.s);
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if (lo_verbose >= 3) fprintf(stderr, "[M::%s] read %d edges\n", __func__, kh_size(g->e));
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if (lo_verbose >= 3)
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fprintf(stderr, "[M::%s] read %d edges\n", __func__, kh_size(g->e));
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return g;
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}
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@ -160,7 +165,8 @@ void lo_graph_destroy(ograph_t *g)
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{
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int i;
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for (i = 0; i < g->v.n; ++i) {
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if (g->v.a[i].nei) kh_destroy(int, g->v.a[i].nei);
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if (g->v.a[i].nei[0]) kh_destroy(int, g->v.a[i].nei[0]);
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if (g->v.a[i].nei[1]) kh_destroy(int, g->v.a[i].nei[1]);
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free(g->v.a[i].name);
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}
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free(g->v.a);
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@ -173,18 +179,77 @@ void lo_graph_destroy(ograph_t *g)
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* Graph routines *
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******************/
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#define lo_swap(tmp, a, b) ((tmp) = (a), (a) = (b), (b) = (tmp))
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static inline void lo_flip_edge(edgeinfo_t *e)
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{
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int tmp;
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lo_swap(tmp, e->l[0], e->l[1]);
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lo_swap(tmp, e->s[0], e->s[1]);
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lo_swap(tmp, e->e[0], e->e[1]);
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e->type = (e->type|1)<<1 | (e->type|2)>>1;
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}
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void lo_rm_contained(ograph_t *g)
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{
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khint_t k;
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khint_t k, l;
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int n_del = 0, n_add = 0, absent;
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ehash_t *tmp;
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tmp = kh_init(edge);
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for (k = 0; k != kh_end(g->e); ++k) {
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int id[2];
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if (!kh_exist(g->e, k)) continue;
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id[0] = kh_key(g->e, k)>>32;
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id[1] = (uint32_t)kh_key(g->e, k);
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if (g->v.a[id[0]].contained || g->v.a[id[1]].contained)
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kh_del(edge, g->e, k);
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if (g->v.a[id[0]].contained || g->v.a[id[1]].contained) {
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++n_del;
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kh_del(edge, g->e, k); // kh_del() will not trigger rehash
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} else {
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uint64_t key2 = (uint64_t)id[1]<<32|id[0];
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l = kh_get(edge, g->e, key2);
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if (l == kh_end(g->e)) {
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l = kh_put(edge, tmp, key2, &absent);
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kh_val(tmp, l) = kh_val(g->e, k);
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lo_flip_edge(&kh_val(tmp, l));
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++n_add;
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}
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}
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}
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for (k = 0; k != kh_end(tmp); ++k) {
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if (!kh_exist(tmp, k)) continue;
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l = kh_put(edge, g->e, kh_key(tmp, k), &absent);
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assert(absent);
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kh_val(g->e, l) = kh_val(tmp, k);
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}
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if (lo_verbose >= 3)
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fprintf(stderr, "[M::%s] removed %d and added %d; %d edges remain\n", __func__, n_del, kh_size(tmp), kh_size(g->e));
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kh_destroy(edge, tmp);
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}
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void lo_populate_nei(ograph_t *g)
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{
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int i, absent;
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khint_t k, l;
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for (i = 0; i < g->v.n; ++i) {
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if (g->v.a[i].contained) continue;
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g->v.a[i].nei[0] = kh_init(int);
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g->v.a[i].nei[1] = kh_init(int);
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}
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for (k = 0; k != kh_end(g->e); ++k) {
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int id[2];
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edgeinfo_t *e;
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vertex_t *v;
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if (!kh_exist(g->e, k)) continue;
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id[0] = kh_key(g->e, k)>>32;
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id[1] = (uint32_t)kh_key(g->e, k);
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e = &kh_val(g->e, k);
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v = &g->v.a[id[0]];
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l = kh_put(int, v->nei[!(e->type>>1)], id[1]<<1|(e->type&1), &absent);
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kh_val(v->nei[!(e->type>>1)], l) = e->d[0];
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v = &g->v.a[id[1]];
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l = kh_put(int, v->nei[e->type&1], id[0]<<1|(e->type>>1^1), &absent);
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kh_val(v->nei[e->type&1], l) = e->d[1];
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}
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if (lo_verbose >= 3) fprintf(stderr, "[M::%s] %d edges remain after removing contained vertices\n", __func__, kh_size(g->e));
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}
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/*****************
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@ -210,6 +275,7 @@ int main_layout(int argc, char *argv[])
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ks = ks_init(fp);
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g = lo_graph_parse(&opt, ks);
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lo_rm_contained(g);
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lo_populate_nei(g);
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lo_graph_destroy(g);
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ks_destroy(ks);
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gzclose(fp);
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