| /dports/devel/zpu-gcc/zpu-toolchain-1.0/toolchain/gcc/gcc/testsuite/treelang/ |
| H A D | a01gcci01.c | 29 int first_nonzero(int, int);
38 printf("3:%d\n", first_nonzero(0,3)); in main()
39 printf("0:%d\n", first_nonzero(0,0)); in main()
40 printf("1:%d\n", first_nonzero(1,0)); in main()
|
| /dports/devel/zpu-binutils/zpu-toolchain-1.0/toolchain/gcc/gcc/testsuite/treelang/ |
| H A D | a01gcci01.c | 29 int first_nonzero(int, int);
38 printf("3:%d\n", first_nonzero(0,3)); in main()
39 printf("0:%d\n", first_nonzero(0,0)); in main()
40 printf("1:%d\n", first_nonzero(1,0)); in main()
|
| /dports/games/stonesoup/crawl-0.27.1/crawl-ref/source/ |
| H A D | random-var.cc | 62 int first_nonzero = -1; in init() local
69 if (first_nonzero < 0 && weights[i] > 0) in init()
70 first_nonzero = i; in init()
74 ASSERT(first_nonzero >= 0 && last_nonzero >= 0); in init()
78 weights.erase(weights.begin(), weights.begin() + first_nonzero); in init()
79 start += first_nonzero; in init()
|
| /dports/net-mgmt/zabbix5-frontend/zabbix-5.0.19/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix5-proxy/zabbix-5.0.19/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix5-agent/zabbix-5.0.19/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix54-proxy/zabbix-5.4.9/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix54-server/zabbix-5.4.9/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix54-agent/zabbix-5.4.9/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix5-server/zabbix-5.0.19/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix5-java/zabbix-5.0.19/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix54-java/zabbix-5.4.9/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix54-frontend/zabbix-5.4.9/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix3-frontend/zabbix-3.0.32/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix3-java/zabbix-3.0.32/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix3-proxy/zabbix-3.0.32/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix3-server/zabbix-3.0.32/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix4-agent/zabbix-4.0.30/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix4-java/zabbix-4.0.30/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix3-agent/zabbix-3.0.32/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix4-server/zabbix-4.0.30/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix4-proxy/zabbix-4.0.30/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/net-mgmt/zabbix4-frontend/zabbix-4.0.30/src/libs/zbxalgo/ |
| H A D | prediction.c | 578 for (first_nonzero = 0; 0.0 == ZBX_MATRIX_EL(coefficients, first_nonzero, 0); first_nonzero++) in zbx_polynomial_roots()
579 Re(ZBX_MATRIX_ROW(roots, first_nonzero)) = Im(ZBX_MATRIX_ROW(roots, first_nonzero)) = 0.0; in zbx_polynomial_roots()
584 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
590 ZBX_MATRIX_EL(coefficients, first_nonzero, 0))) in zbx_polynomial_roots()
604 for (i = 0; i < degree - first_nonzero; i++) in zbx_polynomial_roots()
607 (degree - first_nonzero)); in zbx_polynomial_roots()
609 (degree - first_nonzero)); in zbx_polynomial_roots()
622 for (i = first_nonzero; i < degree; i++) in zbx_polynomial_roots()
631 for (j = first_nonzero; j < degree; j++) in zbx_polynomial_roots()
654 for (j = first_nonzero + 1; j <= degree; j++) in zbx_polynomial_roots()
[all …]
|
| /dports/math/vowpal_wabbit/vowpal_wabbit-7.10/explore/static/ |
| H A D | utility.h | 193 size_t first_nonzero = 0; in print_mantissa() local
198 if (!trailing_zeros && v_mod != '\0' && first_nonzero == 0) in print_mantissa()
199 first_nonzero = digit; in print_mantissa()
206 while (digit > first_nonzero) in print_mantissa()
|
| /dports/devel/ppl/ppl-1.2/src/ |
| H A D | Box.cc | 36 c_only_var = c.expression().first_nonzero(1, c.space_dimension() + 1); in extract_interval_constraint()
56 cg_only_var = cg.expression().first_nonzero(1, cg.space_dimension() + 1); in extract_interval_congruence()
|