Home
last modified time | relevance | path

Searched refs:n_rg (Results 1 – 8 of 8) sorted by relevance

/dports/biology/py-pysam/pysam-0.18.0/samtools/
H A Dbam_split.c221 int i, n_rg = sam_hdr_count_lines(hdr, "RG"); in count_RG() local
223 if (n_rg < 0) { in count_RG()
230 if (n_rg == 0) { in count_RG()
236 names = calloc(n_rg, sizeof(names[0])); in count_RG()
239 for (i = 0; i < n_rg; i++) { in count_RG()
244 *count = n_rg; in count_RG()
H A Dbam_split.c.pysam.c223 int i, n_rg = sam_hdr_count_lines(hdr, "RG"); in count_RG() local
225 if (n_rg < 0) { in count_RG()
232 if (n_rg == 0) { in count_RG()
238 names = calloc(n_rg, sizeof(names[0])); in count_RG()
241 for (i = 0; i < n_rg; i++) { in count_RG()
246 *count = n_rg; in count_RG()
H A Dbam_samples.c186 int n_rg; in print_samples() local
227 n_rg = sam_hdr_count_lines(header, "RG"); in print_samples()
228 if (n_rg > 0) { in print_samples()
232 for (i = 0; i < n_rg; i++) { in print_samples()
H A Dbam_samples.c.pysam.c188 int n_rg; in print_samples() local
229 n_rg = sam_hdr_count_lines(header, "RG"); in print_samples()
230 if (n_rg > 0) { in print_samples()
234 for (i = 0; i < n_rg; i++) { in print_samples()
/dports/biology/samtools/samtools-1.14/
H A Dbam_split.c221 int i, n_rg = sam_hdr_count_lines(hdr, "RG"); in count_RG() local
223 if (n_rg < 0) { in count_RG()
230 if (n_rg == 0) { in count_RG()
236 names = calloc(n_rg, sizeof(names[0])); in count_RG()
239 for (i = 0; i < n_rg; i++) { in count_RG()
244 *count = n_rg; in count_RG()
H A Dbam_samples.c186 int n_rg; in print_samples() local
227 n_rg = sam_hdr_count_lines(header, "RG"); in print_samples()
228 if (n_rg > 0) { in print_samples()
232 for (i = 0; i < n_rg; i++) { in print_samples()
H A Dbam_tview.c58 int n_rg, i; in khash_t() local
64 n_rg = sam_hdr_count_lines(header, "RG"); in khash_t()
65 if (n_rg < 0) { in khash_t()
70 for (i = 0; i < n_rg; i++) { in khash_t()
/dports/math/gap/gap-4.11.0/pkg/recog-1.3.2/misc/colva/
H A DAlmostSimple.g6 # if the GCD of |g|,|n_1g|,...,|n_rg| = 1 then g is in N
33 # if the GCD of |g|,|n_1g|,...,|n_rg| = 1 then g is in N