/dports/devel/intel-graphics-compiler/intel-graphics-compiler-igc-1.0.9636/IGC/BiFModule/Languages/OpenCL/Math/ |
H A D | rootn.cl | 12 float OVERLOADABLE rootn( float x, int n ) 14 return SPIRV_OCL_BUILTIN(rootn, _f32_i32, )( x, n ); 17 GENERATE_VECTOR_FUNCTIONS_2ARGS_VV_LOOP( rootn, float, float, int ) 21 INLINE double OVERLOADABLE rootn( double y, int x ) 23 return SPIRV_OCL_BUILTIN(rootn, _f64_i32, )( y, x ); 26 GENERATE_VECTOR_FUNCTIONS_2ARGS_VV_LOOP( rootn, double, double, int ) 32 INLINE half OVERLOADABLE rootn( half y, int x ) 34 return SPIRV_OCL_BUILTIN(rootn, _f16_i32, )( y, x ); 37 GENERATE_VECTOR_FUNCTIONS_2ARGS_VV_LOOP( rootn, half, half, int )
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/dports/math/mpir/mpir-3.0.0/mpz/ |
H A D | root.c | 29 mp_size_t us, un, rootn, remn; in mpz_root() local 51 rootn = (un - 1) / nth + 1; in mpz_root() 57 rootp = MPZ_REALLOC (root, rootn); in mpz_root() 59 rootp = TMP_ALLOC_LIMBS (rootn); in mpz_root() 75 SIZ(root) = us >= 0 ? rootn : -rootn; in mpz_root() 77 MPN_COPY (up, rootp, rootn); in mpz_root()
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H A D | rootrem.c | 31 mp_size_t us, un, rootn, remn; in mpz_rootrem() local 54 rootn = (un - 1) / nth + 1; in mpz_rootrem() 60 rootp = MPZ_REALLOC (root, rootn); in mpz_rootrem() 62 rootp = TMP_ALLOC_LIMBS (rootn); in mpz_rootrem() 83 SIZ(root) = us >= 0 ? rootn : -rootn; in mpz_rootrem() 85 MPN_COPY (up, rootp, rootn); in mpz_rootrem()
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H A D | nthroot.c | 32 mp_size_t us, un, rootn; in mpz_nthroot() local 57 rootn = (un - 1) / nth + 1; in mpz_nthroot() 68 rootp = MPZ_REALLOC (root, rootn); in mpz_nthroot() 80 SIZ(root) = us >= 0 ? rootn : -rootn; in mpz_nthroot()
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/dports/math/gmp/gmp-6.2.1/mpz/ |
H A D | root.c | 39 mp_size_t us, un, rootn, remn; in mpz_root() local 61 rootn = (un - 1) / nth + 1; in mpz_root() 67 rootp = MPZ_NEWALLOC (root, rootn); in mpz_root() 69 rootp = TMP_ALLOC_LIMBS (rootn); in mpz_root() 85 SIZ(root) = us >= 0 ? rootn : -rootn; in mpz_root() 87 MPN_COPY (up, rootp, rootn); in mpz_root()
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H A D | rootrem.c | 39 mp_size_t us, un, rootn, remn; in mpz_rootrem() local 62 rootn = (un - 1) / nth + 1; in mpz_rootrem() 68 rootp = MPZ_NEWALLOC (root, rootn); in mpz_rootrem() 70 rootp = TMP_ALLOC_LIMBS (rootn); in mpz_rootrem() 91 SIZ(root) = us >= 0 ? rootn : -rootn; in mpz_rootrem() 93 MPN_COPY (up, rootp, rootn); in mpz_rootrem()
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/dports/math/gap/gap-4.11.0/extern/gmp/mpz/ |
H A D | root.c | 40 mp_size_t us, un, rootn, remn; in mpz_root() local 62 rootn = (un - 1) / nth + 1; in mpz_root() 68 rootp = MPZ_REALLOC (root, rootn); in mpz_root() 70 rootp = TMP_ALLOC_LIMBS (rootn); in mpz_root() 86 SIZ(root) = us >= 0 ? rootn : -rootn; in mpz_root() 88 MPN_COPY (up, rootp, rootn); in mpz_root()
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H A D | rootrem.c | 40 mp_size_t us, un, rootn, remn; in mpz_rootrem() local 63 rootn = (un - 1) / nth + 1; in mpz_rootrem() 69 rootp = MPZ_REALLOC (root, rootn); in mpz_rootrem() 71 rootp = TMP_ALLOC_LIMBS (rootn); in mpz_rootrem() 92 SIZ(root) = us >= 0 ? rootn : -rootn; in mpz_rootrem() 94 MPN_COPY (up, rootp, rootn); in mpz_rootrem()
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/dports/math/mingw32-libgmp/gmp-6.0.0/mpz/ |
H A D | root.c | 40 mp_size_t us, un, rootn, remn; in mpz_root() local 62 rootn = (un - 1) / nth + 1; in mpz_root() 68 rootp = MPZ_REALLOC (root, rootn); in mpz_root() 70 rootp = TMP_ALLOC_LIMBS (rootn); in mpz_root() 86 SIZ(root) = us >= 0 ? rootn : -rootn; in mpz_root() 88 MPN_COPY (up, rootp, rootn); in mpz_root()
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H A D | rootrem.c | 40 mp_size_t us, un, rootn, remn; in mpz_rootrem() local 63 rootn = (un - 1) / nth + 1; in mpz_rootrem() 69 rootp = MPZ_REALLOC (root, rootn); in mpz_rootrem() 71 rootp = TMP_ALLOC_LIMBS (rootn); in mpz_rootrem() 92 SIZ(root) = us >= 0 ? rootn : -rootn; in mpz_rootrem() 94 MPN_COPY (up, rootp, rootn); in mpz_rootrem()
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/dports/math/kalker/gmp-mpfr-sys-21966f4bfb56c87d407eb14c72e92ef4e55856aa/gmp-6.2.1-c/mpz/ |
H A D | root.c | 39 mp_size_t us, un, rootn, remn; in mpz_root() local 61 rootn = (un - 1) / nth + 1; in mpz_root() 67 rootp = MPZ_NEWALLOC (root, rootn); in mpz_root() 69 rootp = TMP_ALLOC_LIMBS (rootn); in mpz_root() 85 SIZ(root) = us >= 0 ? rootn : -rootn; in mpz_root() 87 MPN_COPY (up, rootp, rootn); in mpz_root()
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H A D | rootrem.c | 39 mp_size_t us, un, rootn, remn; in mpz_rootrem() local 62 rootn = (un - 1) / nth + 1; in mpz_rootrem() 68 rootp = MPZ_NEWALLOC (root, rootn); in mpz_rootrem() 70 rootp = TMP_ALLOC_LIMBS (rootn); in mpz_rootrem() 91 SIZ(root) = us >= 0 ? rootn : -rootn; in mpz_rootrem() 93 MPN_COPY (up, rootp, rootn); in mpz_rootrem()
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/dports/devel/intel-graphics-compiler/intel-graphics-compiler-igc-1.0.9636/IGC/BiFModule/Implementation/Math/ |
H A D | rootn.cl | 17 float SPIRV_OVERLOADABLE SPIRV_OCL_BUILTIN(rootn, _f32_i32, )( float x, int n ) 47 // For rootn(), we'll return the positive result for both +0.0f and -0.0f. 58 GENERATE_SPIRV_OCL_VECTOR_FUNCTIONS_2ARGS_VV_LOOP( rootn, float, float, int, f32, i32 ) 62 INLINE double SPIRV_OVERLOADABLE SPIRV_OCL_BUILTIN(rootn, _f64_i32, )( double y, int x ) 67 GENERATE_SPIRV_OCL_VECTOR_FUNCTIONS_2ARGS_VV_LOOP( rootn, double, double, int, f64, i32 ) 73 INLINE half SPIRV_OVERLOADABLE SPIRV_OCL_BUILTIN(rootn, _f16_i32, )( half y, int x ) 75 return SPIRV_OCL_BUILTIN(rootn, _f32_i32, )((float)y, x); 78 GENERATE_SPIRV_OCL_VECTOR_FUNCTIONS_2ARGS_VV_LOOP( rootn, half, half, int, f16, i32 )
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/dports/graphics/graphviz/graphviz-2.44.1/lib/pathplan/ |
H A D | solvers.c | 32 int rootn, i; in solve3() local 55 rootn = 3; in solve3() 61 rootn = 1; in solve3() 63 roots[1] = roots[2] = -.5 * roots[0], rootn = 3; in solve3() 66 for (i = 0; i < rootn; i++) in solve3() 69 return rootn; in solve3()
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/dports/math/e-antic/e-antic-1.0.0-rc.13/libeantic/upstream/antic/ulong_extras/ |
H A D | is_prime_pocklington.c | 27 mp_limb_t n1, cofactor, b, c, ninv, limit, F, Fsq, det, rootn, val, c1, c2, upper_limit; in n_is_prime_pocklington() local 43 rootn = n_sqrt(n); /* floor(sqrt(n)) */ in n_is_prime_pocklington() 45 if (n == rootn*rootn) in n_is_prime_pocklington() 80 …if (F <= rootn) /* cube root method applicable only if n^1/3 <= F < n^1/2 … in n_is_prime_pocklington()
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/dports/math/e-antic/flint2-ae7ec89/ulong_extras/ |
H A D | is_prime_pocklington.c | 27 mp_limb_t n1, cofactor, b, c, ninv, limit, F, Fsq, det, rootn, val, c1, c2, upper_limit; in n_is_prime_pocklington() local 43 rootn = n_sqrt(n); /* floor(sqrt(n)) */ in n_is_prime_pocklington() 45 if (n == rootn*rootn) in n_is_prime_pocklington() 80 …if (F <= rootn) /* cube root method applicable only if n^1/3 <= F < n^1/2 … in n_is_prime_pocklington()
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/dports/math/flint2/flint-2.8.4/ulong_extras/ |
H A D | is_prime_pocklington.c | 27 mp_limb_t n1, cofactor, b, c, ninv, limit, F, Fsq, det, rootn, val, c1, c2, upper_limit; in n_is_prime_pocklington() local 43 rootn = n_sqrt(n); /* floor(sqrt(n)) */ in n_is_prime_pocklington() 45 if (n == rootn*rootn) in n_is_prime_pocklington() 80 …if (F <= rootn) /* cube root method applicable only if n^1/3 <= F < n^1/2 … in n_is_prime_pocklington()
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/dports/devel/boost-docs/boost_1_72_0/boost/math/tools/ |
H A D | signal_statistics.hpp | 93 double rootn = sqrt(n); in hoyer_sparsity() local 94 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity() 111 double rootn = sqrt(n); in hoyer_sparsity() local 112 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity() 116 decltype(abs(*first)) rootn = sqrt(static_cast<decltype(abs(*first))>(n)); in hoyer_sparsity() local 117 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity()
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/dports/devel/hyperscan/boost_1_75_0/boost/math/statistics/ |
H A D | signal_statistics.hpp | 91 double rootn = sqrt(n); in hoyer_sparsity() local 92 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity() 109 double rootn = sqrt(n); in hoyer_sparsity() local 110 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity() 114 decltype(abs(*first)) rootn = sqrt(static_cast<decltype(abs(*first))>(n)); in hoyer_sparsity() local 115 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity()
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/dports/devel/hyperscan/boost_1_75_0/boost/math/tools/ |
H A D | signal_statistics.hpp | 93 double rootn = sqrt(n); in hoyer_sparsity() local 94 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity() 111 double rootn = sqrt(n); in hoyer_sparsity() local 112 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity() 116 decltype(abs(*first)) rootn = sqrt(static_cast<decltype(abs(*first))>(n)); in hoyer_sparsity() local 117 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity()
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/dports/devel/R-cran-BH/BH/inst/include/boost/math/tools/ |
H A D | signal_statistics.hpp | 93 double rootn = sqrt(n); in hoyer_sparsity() local 94 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity() 111 double rootn = sqrt(n); in hoyer_sparsity() local 112 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity() 116 decltype(abs(*first)) rootn = sqrt(static_cast<decltype(abs(*first))>(n)); in hoyer_sparsity() local 117 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity()
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/dports/devel/R-cran-BH/BH/inst/include/boost/math/statistics/ |
H A D | signal_statistics.hpp | 91 double rootn = sqrt(n); in hoyer_sparsity() local 92 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity() 109 double rootn = sqrt(n); in hoyer_sparsity() local 110 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity() 114 decltype(abs(*first)) rootn = sqrt(static_cast<decltype(abs(*first))>(n)); in hoyer_sparsity() local 115 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity()
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/dports/math/stanmath/math-4.2.0/lib/boost_1.75.0/boost/math/statistics/ |
H A D | signal_statistics.hpp | 91 double rootn = sqrt(n); in hoyer_sparsity() local 92 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity() 109 double rootn = sqrt(n); in hoyer_sparsity() local 110 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity() 114 decltype(abs(*first)) rootn = sqrt(static_cast<decltype(abs(*first))>(n)); in hoyer_sparsity() local 115 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity()
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/dports/math/stanmath/math-4.2.0/lib/boost_1.75.0/boost/math/tools/ |
H A D | signal_statistics.hpp | 93 double rootn = sqrt(n); in hoyer_sparsity() local 94 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity() 111 double rootn = sqrt(n); in hoyer_sparsity() local 112 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity() 116 decltype(abs(*first)) rootn = sqrt(static_cast<decltype(abs(*first))>(n)); in hoyer_sparsity() local 117 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity()
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/dports/science/py-scipy/scipy-1.7.1/scipy/_lib/boost/boost/math/tools/ |
H A D | signal_statistics.hpp | 93 double rootn = sqrt(n); in hoyer_sparsity() local 94 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity() 111 double rootn = sqrt(n); in hoyer_sparsity() local 112 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity() 116 decltype(abs(*first)) rootn = sqrt(static_cast<decltype(abs(*first))>(n)); in hoyer_sparsity() local 117 return (rootn - l1/sqrt(l2) )/ (rootn - 1); in hoyer_sparsity()
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