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/dports/devel/bullet/bullet3-3.21/src/LinearMath/
H A DbtMatrixX.h83 T ssq = 1.0; in nrm2() local
97 ssq = ssq * (temp * temp) + BT_ONE; in nrm2()
104 ssq += temp * temp; in nrm2()
108 norm = scale * sqrt(ssq); in nrm2()
/dports/graphics/blender/blender-2.91.0/extern/bullet2/src/LinearMath/
H A DbtMatrixX.h83 T ssq = 1.0; in nrm2() local
97 ssq = ssq * (temp * temp) + BT_ONE; in nrm2()
104 ssq += temp * temp; in nrm2()
108 norm = scale * sqrt(ssq); in nrm2()
/dports/devel/godot-tools/godot-3.2.3-stable/thirdparty/bullet/LinearMath/
H A DbtMatrixX.h83 T ssq = 1.0; in nrm2() local
97 ssq = ssq * (temp * temp) + BT_ONE; in nrm2()
104 ssq += temp * temp; in nrm2()
108 norm = scale * sqrt(ssq); in nrm2()
/dports/science/chrono/chrono-7.0.1/src/chrono/collision/bullet/LinearMath/
H A DbtMatrixX.h83 T ssq = 1.0; in nrm2() local
97 ssq = ssq * (temp * temp) + BT_ONE; in nrm2()
104 ssq += temp * temp; in nrm2()
108 norm = scale * sqrt(ssq); in nrm2()
/dports/graphics/urho3d/Urho3D-1.7.1/Source/ThirdParty/Bullet/src/LinearMath/
H A DbtMatrixX.h84 T ssq = 1.0; in nrm2() local
98 ssq = ssq * (temp * temp) + BT_ONE; in nrm2()
105 ssq += temp * temp; in nrm2()
109 norm = scale * sqrt(ssq); in nrm2()
/dports/devel/py-bullet3/bullet3-3.21/src/LinearMath/
H A DbtMatrixX.h83 T ssq = 1.0; in nrm2() local
97 ssq = ssq * (temp * temp) + BT_ONE; in nrm2()
104 ssq += temp * temp; in nrm2()
108 norm = scale * sqrt(ssq); in nrm2()
/dports/games/OpenTomb/OpenTomb-win32-2018-02-03_alpha/extern/bullet/LinearMath/
H A DbtMatrixX.h83 T ssq = 1.0; in nrm2() local
97 ssq = ssq * (temp * temp) + BT_ONE; in nrm2()
104 ssq += temp * temp; in nrm2()
108 norm = scale * sqrt(ssq); in nrm2()
/dports/devel/godot/godot-3.2.3-stable/thirdparty/bullet/LinearMath/
H A DbtMatrixX.h83 T ssq = 1.0; in nrm2() local
97 ssq = ssq * (temp * temp) + BT_ONE; in nrm2()
104 ssq += temp * temp; in nrm2()
108 norm = scale * sqrt(ssq); in nrm2()
/dports/math/clblas/clBLAS-2.10/src/library/blas/gens/clTemplates/
H A Dreduction.cl277 // Since scale & ssq are always of primitive type,
314 // Now we calculate ssq by loading the array again and dividing the
317 %TYPE ssq = (%TYPE) 0.0;
332 ssq += %REDUCE_SUM( tempSsq );
341 ssq += (scale1 / scaleOfWG) * (scale1 / scaleOfWG) * ssq1;
344 %REDUCTION_BY_SUM( ssq );
348 res[0] = scaleOfWG * sqrt(ssq);
/dports/science/py-libpysal/libpysal-4.5.1/libpysal/weights/tests/
H A Dtest_adjlist.py85 ssq = lambda x_y: np.sum((x_y[0] - x_y[1]) ** 2).item() function
86 ssq.__name__ = "sum_of_squares"
87 alist = adj.adjlist_apply(df[["HOVAL", "CRIME", "INC"]], W=W, func=ssq)
/dports/science/R-cran-bayesm/bayesm/src/
H A DruniregGibbs_rcpp_loop.cpp4 …bbs_rcpp_loop(vec const& y, mat const& X, vec const& betabar, mat const& A, double nu, double ssq, in runiregGibbs_rcpp_loop() argument
57 …sigmasq = (nu*ssq+s) / rchisq(1,nu+nobs)[0]; //rchisq returns a vectorized object, so using [0] al… in runiregGibbs_rcpp_loop()
H A Drunireg_rcpp_loop.cpp4 …reg_rcpp_loop(vec const& y, mat const& X, vec const& betabar, mat const& A, double nu, double ssq, in runireg_rcpp_loop() argument
54 …sigmasq = (nu*ssq+s) / rchisq(1,nu+nobs)[0]; //rchisq returns a vectorized object, so using [0] al… in runireg_rcpp_loop()
/dports/math/optpp/optpp-2.4/newmat11/
H A Dnewmat8.C733 ColumnVector ssq(nr); in sum_square_rows()
734 if (gm->size() == 0) { REPORT ssq = 0.0; } in sum_square_rows() local
744 ssq(i) = sum; in sum_square_rows()
749 ssq.Release(); return ssq.ForReturn(); in sum_square_rows()
757 RowVector ssq(nc); ssq = 0.0; in sum_square_columns()
764 Real* in = mr.Data(); Real* out = ssq.data() + mr.Skip(); in sum_square_columns()
770 ssq.Release(); return ssq.ForReturn(); in sum_square_columns()
/dports/math/newmat/newmat-1.1_1/
H A Dnewmat8.cpp741 ColumnVector ssq(nr); in sum_square_rows() local
742 if (gm->size() == 0) { REPORT ssq = 0.0; } in sum_square_rows() local
752 ssq(i) = sum; in sum_square_rows()
757 ssq.release(); return ssq.for_return(); in sum_square_rows()
765 RowVector ssq(nc); ssq = 0.0; in sum_square_columns() local
772 Real* in = mr.Data(); Real* out = ssq.data() + mr.Skip(); in sum_square_columns()
778 ssq.release(); return ssq.for_return(); in sum_square_columns()
/dports/misc/sssnips/sssnips-0.05/
H A DMakefile31 getkey git-ss git-ssnoq git-ssq \
43 getkey.1.gz git-ss.1.gz git-ssnoq.1.gz git-ssq.1.gz \
H A DNEWS5 - connect the csort, git-ss, git-ssnoq, git-ssq and resock
15 - git-ssq.1
16 - git-ssq.sh
/dports/math/pspp/pspp-1.4.1/src/language/stats/
H A Dks-one-sample.c65 double ssq; member
158 ks[v].ssq = 0; in ks_one_sample_execute()
178 ks[v].ssq += pow2 (val->f); in ks_one_sample_execute()
208 ks[v].sigma = ks[v].ssq - pow2 (ks[v].sum) / ks[v].obs_cc; in ks_one_sample_execute()
/dports/math/taucs/taucs-2.2_23/progs/
H A Ddirect.c54 double ssq, scale, absvi;
60 ssq = 1.0;
66 ssq = 1.0 + ssq * (scale/absvi)*(scale/absvi);
69 ssq = ssq + (absvi/scale)*(absvi/scale);
72 return scale * sqrt( ssq );
/dports/net/h323plus/h323plus-1_27_2/plugins/audio/LPC_10/src/
H A Dbsynz.c167 real xy, sum, ssq; in bsynz_() local
464 ssq = r__1 * *ip; in bsynz_()
465 gain = (real)sqrt(ssq / xssq); in bsynz_()
/dports/math/octave-forge-nan/nan-3.6.1/inst/
H A Dvar.m84 [y,n,ssq] = sumskipnan(x,DIM,W);
85 if all(ssq(:).*n(:) > 2*(y(:).^2)),
87 y = ssq - y.*y./n;
/dports/net/opal/opal-3.10.10/plugins/audio/LPC_10/src/
H A Dbsynz.c167 real xy, sum, ssq; in bsynz_() local
464 ssq = r__1 * *ip; in bsynz_()
465 gain = (real)sqrt(ssq / xssq); in bsynz_()
/dports/audio/sox/sox-14.4.2/lpc10/
H A Dbsynz.c124 real xy, sum, ssq; in bsynz_() local
337 ssq = r__1 * *ip; in bsynz_()
338 gain = sqrt(ssq / xssq); in bsynz_()
/dports/science/afni/afni-AFNI_21.3.16/src/
H A D3dDTeig.c302 double ssq, dsq; in EIG_tsfunc() local
403 ssq = (val[0]*val[0])+(val[1]*val[1])+(val[2]*val[2]); /* sum of squares of eigenvalues */ in EIG_tsfunc()
414 if(ssq!=0.0) in EIG_tsfunc()
415 val[12] = sqrt(dsq/(2.0*ssq)); /* FA calculated here */ in EIG_tsfunc()
/dports/math/eigen3/eigen-3.3.9/bench/
H A Dbench_norm.cpp38 Scalar ssq = 1; in lapackNorm() local
44 ssq += numext::abs2(ax/scale); in lapackNorm()
48 ssq = Scalar(1) + ssq * numext::abs2(scale/ax); in lapackNorm()
52 return scale * std::sqrt(ssq); in lapackNorm()
/dports/math/stanmath/math-4.2.0/lib/eigen_3.3.9/bench/
H A Dbench_norm.cpp38 Scalar ssq = 1; in lapackNorm() local
44 ssq += numext::abs2(ax/scale); in lapackNorm()
48 ssq = Scalar(1) + ssq * numext::abs2(scale/ax); in lapackNorm()
52 return scale * std::sqrt(ssq); in lapackNorm()

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