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Searched refs:p_K (Results 1 – 25 of 25) sorted by relevance

/dports/print/hp2xx/hp2xx-3.4.4/sources/
H A Dto_escp2.c52 static Byte *p_K, *p_C, *p_M, *p_Y; /* Buffer ptrs (CMYK bits) */ variable
240 if (p_K[0] == 0 && memcmp(p_K, p_K + 1, (size_t) nb) == 0) { in KCMY_Buf_to_ESCP2()
313 Byte *pK = p_K, *pC = p_C, *pM = p_M, *pY = p_Y;
329 Byte *pK = p_K, *pC = p_C, *pM = p_M, *pY = p_Y;
448 p_K = calloc((size_t) po->picbuf->nb, sizeof(Byte));
452 if (p_K == NULL || p_C == NULL || p_M == NULL
506 p_K[x] = p_C[x] = p_M[x] = p_Y[x] = 0;
523 *(p_K + offset) |= mask;
615 if (p_K != NULL)
616 free(p_K);
[all …]
H A Dto_pcl.c273 Buf_to_PCL(p_K, nb, PCL_FIRST, fd); in KCMY_Buf_to_PCL()
292 Byte *pK = p_K, *pC = p_C, *pM = p_M, *pY = p_Y; in KCMY_to_K()
308 Byte *pK = p_K, *pC = p_C, *pM = p_M, *pY = p_Y; in K_to_CMY()
517 p_K = calloc((size_t) po->picbuf->nb, sizeof(Byte));
521 if (p_K == NULL || p_C == NULL || p_M == NULL
570 p_K[x] = p_C[x] = p_M[x] = p_Y[x] = 0;
587 *(p_K + offset) |= mask;
649 Buf_to_PCL(p_K, po->picbuf->nb,
671 if (p_K != NULL)
672 free(p_K);
[all …]
/dports/math/py-libpoly/libpoly-0.1.11/python/
H A DpolypyUPolynomial3.c405 lp_upolynomial_t* p_K = lp_upolynomial_construct_copy_K(K->K, p->p); in UPolynomial_to_ring() local
406 return PyUPolynomial_create(p_K); in UPolynomial_to_ring()
H A DpolypyUPolynomial2.c419 lp_upolynomial_t* p_K = lp_upolynomial_construct_copy_K(K->K, p->p); in UPolynomial_to_ring() local
420 return PyUPolynomial_create(p_K); in UPolynomial_to_ring()
/dports/math/libpoly/libpoly-0.1.11/python/
H A DpolypyUPolynomial3.c405 lp_upolynomial_t* p_K = lp_upolynomial_construct_copy_K(K->K, p->p); in UPolynomial_to_ring() local
406 return PyUPolynomial_create(p_K); in UPolynomial_to_ring()
H A DpolypyUPolynomial2.c419 lp_upolynomial_t* p_K = lp_upolynomial_construct_copy_K(K->K, p->p); in UPolynomial_to_ring() local
420 return PyUPolynomial_create(p_K); in UPolynomial_to_ring()
/dports/math/p5-Math-GSL/Math-GSL-0.43/pod/
H A DRandist.pod506 (N!/(n_1! n_2! ... n_K!)) p_1^n_1 p_2^n_2 ... p_K^n_K
509 and (p_1, p_2, ..., p_K) is a probability distribution with \sum p_i = 1. If
/dports/math/p5-Math-GSL/Math-GSL-0.43/pm/Math/GSL/
H A DRandist.pm.1.16749 (N!/(n_1! n_2! ... n_K!)) p_1^n_1 p_2^n_2 ... p_K^n_K
752 and (p_1, p_2, ..., p_K) is a probability distribution with \sum p_i = 1. If
H A DRandist.pm.2.0749 (N!/(n_1! n_2! ... n_K!)) p_1^n_1 p_2^n_2 ... p_K^n_K
752 and (p_1, p_2, ..., p_K) is a probability distribution with \sum p_i = 1. If
H A DRandist.pm.2.1749 (N!/(n_1! n_2! ... n_K!)) p_1^n_1 p_2^n_2 ... p_K^n_K
752 and (p_1, p_2, ..., p_K) is a probability distribution with \sum p_i = 1. If
H A DRandist.pm.2.5757 (N!/(n_1! n_2! ... n_K!)) p_1^n_1 p_2^n_2 ... p_K^n_K
760 and (p_1, p_2, ..., p_K) is a probability distribution with \sum p_i = 1. If
H A DRandist.pm.2.6757 (N!/(n_1! n_2! ... n_K!)) p_1^n_1 p_2^n_2 ... p_K^n_K
760 and (p_1, p_2, ..., p_K) is a probability distribution with \sum p_i = 1. If
H A DRandist.pm.2.7757 (N!/(n_1! n_2! ... n_K!)) p_1^n_1 p_2^n_2 ... p_K^n_K
760 and (p_1, p_2, ..., p_K) is a probability distribution with \sum p_i = 1. If
H A DRandist.pm.1.15749 (N!/(n_1! n_2! ... n_K!)) p_1^n_1 p_2^n_2 ... p_K^n_K
752 and (p_1, p_2, ..., p_K) is a probability distribution with \sum p_i = 1. If
H A DRandist.pm.2.2.1754 (N!/(n_1! n_2! ... n_K!)) p_1^n_1 p_2^n_2 ... p_K^n_K
757 and (p_1, p_2, ..., p_K) is a probability distribution with \sum p_i = 1. If
H A DRandist.pm.2.3754 (N!/(n_1! n_2! ... n_K!)) p_1^n_1 p_2^n_2 ... p_K^n_K
757 and (p_1, p_2, ..., p_K) is a probability distribution with \sum p_i = 1. If
H A DRandist.pm.2.4754 (N!/(n_1! n_2! ... n_K!)) p_1^n_1 p_2^n_2 ... p_K^n_K
757 and (p_1, p_2, ..., p_K) is a probability distribution with \sum p_i = 1. If
H A DRandist.pm.2.2754 (N!/(n_1! n_2! ... n_K!)) p_1^n_1 p_2^n_2 ... p_K^n_K
757 and (p_1, p_2, ..., p_K) is a probability distribution with \sum p_i = 1. If
/dports/math/gsl/gsl-2.7/doc/
H A Drandist.rst1456 p_1^{n_1} p_2^{n_2} \cdots p_K^{n_K}
1463 (N!/(n_1! n_2! ... n_K!)) p_1^n_1 p_2^n_2 ... p_K^n_K
1469 :math:`(p_1, p_2, \ldots, p_K)`
H A Dgsl-ref.info19587 (N!/(n_1! n_2! ... n_K!)) p_1^n_1 p_2^n_2 ... p_K^n_K
19590 \sum_{k=1}^{K} n_k = N, and (p_1, p_2, \ldots, p_K) is a
/dports/graphics/libjxl/libjxl-0.6.1/third_party/testdata/imagecompression.info/
H A Dflower_foveon.png.ffmpeg.y4m641 …;>>@DILNKF>5.5@HLRX\\_aceffeddfhnty}����yqga_a`\UJ666656FMRUY\````bgnv|���~p_K:*&#!!! !!  !! …
/dports/www/chromium-legacy/chromium-88.0.4324.182/third_party/openh264/src/res/
H A DCisco_Absolute_Power_1280x720_30fps.yuv2311 …aca_^^`]YYXYYYZ\\^`_]]]_bca`ddeheeihegnonnqrqttw{|~����������������������|p_K.&'&))((+(''+,,,(*./…
/dports/multimedia/openh264/openh264-2.1.1/res/
H A DCisco_Absolute_Power_1280x720_30fps.yuv2311 …aca_^^`]YYXYYYZ\\^`_]]]_bca`ddeheeihegnonnqrqttw{|~����������������������|p_K.&'&))((+(''+,,,(*./…
/dports/devel/godot-tools/godot-demo-projects-8d9d58f112d8/3d/material_testers/backgrounds/
H A Dschelde.hdr11549 BBB>Bw~p_K:CC�D
/dports/security/hashcat-legacy/hashcat-legacy-2.00/salts/
H A Dbrute-vbulletin.salt728029 p_K