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/dports/graphics/pcl-pointclouds/pcl-pcl-1.12.0/doc/tutorials/content/
H A Dkdtree_search.rst91 494.728 371.875 351.687 (squared distance: 6578.99)
112 499.429 541.532 351.35 (squared distance: 20389)
113 574.418 452.961 334.7 (squared distance: 20498.9)
114 336.785 391.057 488.71 (squared distance: 21611)
116 528.89 289.583 378.979 (squared distance: 22399.1)
119 548.51 458.035 292.812 (squared distance: 23182.1)
120 546.284 426.67 535.989 (squared distance: 25041.6)
122 543.16 458.727 276.859 (squared distance: 26157.5)
130 392.315 368.085 585.37 (squared distance: 38442.9)
134 646.599 502.256 424.46 (squared distance: 43948.8)
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H A Doctree.rst86 903.656 82.8158 162.392 (squared distance: 16853.1)
87 903.18 247.058 54.3528 (squared distance: 15655)
88 861.595 149.96 135.199 (squared distance: 14340.7)
89 896.88 155.711 58.1942 (squared distance: 13663)
90 995.889 116.224 219.077 (squared distance: 12157.9)
91 885.852 238.41 160.966 (squared distance: 10869.5)
92 900.807 220.317 77.1432 (squared distance: 10270.7)
93 1002.46 117.236 184.594 (squared distance: 7983.59)
95 930.13 223.335 174.763 (squared distance: 4485.15)
99 885.852 238.41 160.966 (squared distance: 10869.5)
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/dports/net-mgmt/cacti/cacti-1.2.19/include/vendor/flag-icon-css/css/
H A Dflag-icon.css18 .flag-icon.flag-icon-squared {
24 .flag-icon-ad.flag-icon-squared {
30 .flag-icon-ae.flag-icon-squared {
36 .flag-icon-af.flag-icon-squared {
42 .flag-icon-ag.flag-icon-squared {
48 .flag-icon-ai.flag-icon-squared {
54 .flag-icon-al.flag-icon-squared {
60 .flag-icon-am.flag-icon-squared {
66 .flag-icon-ao.flag-icon-squared {
72 .flag-icon-aq.flag-icon-squared {
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H A Dflag-icon.min.css1 …squared{width:1em}.flag-icon-ad{background-image:url(../flags/4x3/ad.svg)}.flag-icon-ad.flag-icon-…
/dports/finance/R-cran-plm/plm/man/
H A Dr.squared.Rd3 \name{r.squared}
4 \alias{r.squared}
5 \title{R squared and adjusted R squared for panel models}
12 \item{model}{on which transformation of the data the R-squared is to be
14 also used for the computation of R squared,}
21 \item{dfcor}{if \code{TRUE}, the adjusted R squared is computed.}
24 A numerical value. The R squared or adjusted R squared of the model
26 "within R squared".
29 This function computes R squared or adjusted R squared for plm objects. It
37 r.squared(p)
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/dports/devel/m4/m4-1.4.19/checks/
H A D181.format12 forloop(`i', `1', `10', `format(`%6d squared is %10d
14 dnl @result{} 1 squared is 1
15 dnl @result{} 2 squared is 4
16 dnl @result{} 3 squared is 9
17 dnl @result{} 4 squared is 16
18 dnl @result{} 5 squared is 25
19 dnl @result{} 6 squared is 36
20 dnl @result{} 7 squared is 49
21 dnl @result{} 8 squared is 64
22 dnl @result{} 9 squared is 81
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/dports/net-p2p/qtum/qtum-mainnet-fastlane-v0.20.3/src/libff/libff/algebra/curves/alt_bn128/
H A Dalt_bn128_g1.cpp71 alt_bn128_Fq Z2_inv = Z_inv.squared(); in to_affine_coordinates()
115 alt_bn128_Fq Z1_squared = (this->Z).squared(); in operator ==()
116 alt_bn128_Fq Z2_squared = (other.Z).squared(); in operator ==()
164 alt_bn128_Fq Z1Z1 = (this->Z).squared(); in operator +()
165 alt_bn128_Fq Z2Z2 = (other.Z).squared(); in operator +()
377 alt_bn128_Fq X2 = this->X.squared(); in is_well_formed()
378 alt_bn128_Fq Y2 = this->Y.squared(); in is_well_formed()
379 alt_bn128_Fq Z2 = this->Z.squared(); in is_well_formed()
383 alt_bn128_Fq Z6 = Z3.squared(); in is_well_formed()
442 alt_bn128_Fq tX2 = tX.squared(); in operator >>()
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H A Dalt_bn128_g2.cpp81 alt_bn128_Fq2 Z2_inv = Z_inv.squared(); in to_affine_coordinates()
125 alt_bn128_Fq2 Z1_squared = (this->Z).squared(); in operator ==()
126 alt_bn128_Fq2 Z2_squared = (other.Z).squared(); in operator ==()
174 alt_bn128_Fq2 Z1Z1 = (this->Z).squared(); in operator +()
175 alt_bn128_Fq2 Z2Z2 = (other.Z).squared(); in operator +()
391 alt_bn128_Fq2 X2 = this->X.squared(); in is_well_formed()
392 alt_bn128_Fq2 Y2 = this->Y.squared(); in is_well_formed()
393 alt_bn128_Fq2 Z2 = this->Z.squared(); in is_well_formed()
397 alt_bn128_Fq2 Z6 = Z3.squared(); in is_well_formed()
455 alt_bn128_Fq2 tX2 = tX.squared(); in operator >>()
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/dports/multimedia/libva-intel-media-driver/media-driver-intel-media-22.1.1/media_driver/agnostic/gen11/codec/kernel_free/Source/
H A Ddownscale_kernel_genx.cpp43 matrix <ushort, 16, 32> squared; in check_flatness() local
51 squared = field_in * field_in; in check_flatness()
56 SumOfSquared(0,0) = cm_sum<uint>(squared.select<16,1,16,1>(0,0), SAT); in check_flatness()
59 SumOfSquared(0,1) = cm_sum<uint>(squared.select<16,1,16,1>(0,16), SAT); in check_flatness()
84 SumOfSquared_8x8(1, 0)= cm_sum<uint>(squared.select<8, 1, 8, 1>(0, 16), SAT); in check_flatness()
86 SumOfSquared_8x8(1, 1)= cm_sum<uint>(squared.select<8, 1, 8, 1>(0, 24), SAT); in check_flatness()
133 matrix<ushort,32,32> squared; in hme_frame_downscale() local
218 squared = in * in; in hme_frame_downscale()
223 SumOfSquared(0,0) = cm_sum<uint>(squared.select<16,1,16,1>(0,0), SAT); in hme_frame_downscale()
229 SumOfSquared(1,0) = cm_sum<uint>(squared.select<16,1,16,1>(16,0), SAT); in hme_frame_downscale()
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/dports/multimedia/cmrtlib/media-driver-intel-media-20.1.1/media_driver/agnostic/gen11/codec/kernel_free/Source/
H A Ddownscale_kernel_genx.cpp43 matrix <ushort, 16, 32> squared; in check_flatness() local
51 squared = field_in * field_in; in check_flatness()
56 SumOfSquared(0,0) = cm_sum<uint>(squared.select<16,1,16,1>(0,0), SAT); in check_flatness()
59 SumOfSquared(0,1) = cm_sum<uint>(squared.select<16,1,16,1>(0,16), SAT); in check_flatness()
84 SumOfSquared_8x8(1, 0)= cm_sum<uint>(squared.select<8, 1, 8, 1>(0, 16), SAT); in check_flatness()
86 SumOfSquared_8x8(1, 1)= cm_sum<uint>(squared.select<8, 1, 8, 1>(0, 24), SAT); in check_flatness()
133 matrix<ushort,32,32> squared; in hme_frame_downscale() local
218 squared = in * in; in hme_frame_downscale()
223 SumOfSquared(0,0) = cm_sum<uint>(squared.select<16,1,16,1>(0,0), SAT); in hme_frame_downscale()
229 SumOfSquared(1,0) = cm_sum<uint>(squared.select<16,1,16,1>(16,0), SAT); in hme_frame_downscale()
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/dports/science/plumed/plumed2-2.7.2/src/tools/
H A DRMSD.cpp411 if(!squared) { in simpleAlignment()
602 if(!squared) { in optimalAlignment()
638 double dist=cd.getDistance(squared); in optimalAlignment()
668 double dist=cd.getDistance(squared); in optimalAlignment_DDistDRef()
699 double dist=cd.getDistance(squared); in optimalAlignment_SOMA()
716 bool squared) const { in optimalAlignment_DDistDRef_Rot_DRotDPos()
733 double dist=cd.getDistance(squared); in optimalAlignment_DDistDRef_Rot_DRotDPos()
754 bool squared) const { in optimalAlignment_DDistDRef_Rot_DRotDPos_DRotDRef()
790 bool squared) const { in optimalAlignment_Rot_DRotDRr01()
854 bool squared) const { in optimalAlignmentWithCloseStructure()
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H A DRMSD.h127 bool squared=false)const;
144 bool squared=false)const;
153 bool squared=false)const;
162 bool squared=false)const;
171 bool squared=false) const;
180 bool squared=false) const;
191 bool squared=false) const;
203 bool squared=false) const;
216 bool squared=false) const ;
227 bool squared=false);
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/dports/net-p2p/qtum/qtum-mainnet-fastlane-v0.20.3/src/libff/libff/algebra/curves/mnt/mnt6/
H A Dmnt6_g1.cpp180 const mnt6_Fq ss = s.squared(); // ss = s^2 in operator +()
196 const mnt6_Fq uu = u.squared(); // uu = u^2 in operator +()
198 const mnt6_Fq vv = v.squared(); // vv = v^2 in operator +()
252 const mnt6_Fq uu = u.squared(); // uu = u^2 in add()
254 const mnt6_Fq vv = v.squared(); // vv = v^2 in add()
302 mnt6_Fq uu = u.squared(); // uu = u2 in mixed_add()
304 mnt6_Fq vv = v.squared(); // vv = v2 in mixed_add()
366 const mnt6_Fq X2 = this->X_.squared(); in is_well_formed()
367 const mnt6_Fq Y2 = this->Y_.squared(); in is_well_formed()
368 const mnt6_Fq Z2 = this->Z_.squared(); in is_well_formed()
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H A Dmnt6_g2.cpp197 const mnt6_Fq3 XX = (this->X_).squared(); // XX = X1^2 in operator +()
218 const mnt6_Fq3 uu = u.squared(); // uu = u^2 in operator +()
220 const mnt6_Fq3 vv = v.squared(); // vv = v^2 in operator +()
274 const mnt6_Fq3 uu = u.squared(); // uu = u^2 in add()
276 const mnt6_Fq3 vv = v.squared(); // vv = v^2 in add()
324 const mnt6_Fq3 uu = u.squared(); // uu = u2 in mixed_add()
326 const mnt6_Fq3 vv = v.squared(); // vv = v2 in mixed_add()
396 const mnt6_Fq3 X2 = this->X_.squared(); in is_well_formed()
397 const mnt6_Fq3 Y2 = this->Y_.squared(); in is_well_formed()
398 const mnt6_Fq3 Z2 = this->Z_.squared(); in is_well_formed()
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H A Dmnt6_pairing.cpp278 mnt6_Fq3 old_RX_2 = c.old_RX.squared(); in mnt6_affine_ate_precompute_G2()
356 f = f.squared().mul_by_2345(g_RR_at_P); in mnt6_affine_ate_miller_loop()
412 assert(T == Z.squared()); in test_invariant()
421 const mnt6_Fq3 A = T.squared(); // A = T1^2 in doubling_step_for_flipped_miller_loop()
424 const mnt6_Fq3 D = C.squared(); // D = C^2 in doubling_step_for_flipped_miller_loop()
427 const mnt6_Fq3 G = F.squared(); // G = F^2 in doubling_step_for_flipped_miller_loop()
431 current.Z = (Y+Z).squared() - C - Z.squared(); // Z3 = (Y1+Z1)^2-C-Z1^2 in doubling_step_for_flipped_miller_loop()
454 const mnt6_Fq3 I = H.squared(); // I = H^2 in mixed_addition_step_for_flipped_miller_loop()
501 result.QY2 = Qcopy.Y().squared(); in mnt6_ate_precompute_G2()
539 mnt6_Fq3 RZ2_inv = RZ_inv.squared(); in mnt6_ate_precompute_G2()
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/dports/net-p2p/qtum/qtum-mainnet-fastlane-v0.20.3/src/libff/libff/algebra/curves/mnt/mnt4/
H A Dmnt4_g1.cpp180 const mnt4_Fq ss = s.squared(); // ss = s^2 in operator +()
196 const mnt4_Fq uu = u.squared(); // uu = u^2 in operator +()
198 const mnt4_Fq vv = v.squared(); // vv = v^2 in operator +()
252 const mnt4_Fq uu = u.squared(); // uu = u^2 in add()
254 const mnt4_Fq vv = v.squared(); // vv = v^2 in add()
302 const mnt4_Fq uu = u.squared(); // uu = u2 in mixed_add()
304 const mnt4_Fq vv = v.squared(); // vv = v2 in mixed_add()
366 const mnt4_Fq X2 = this->X_.squared(); in is_well_formed()
367 const mnt4_Fq Y2 = this->Y_.squared(); in is_well_formed()
368 const mnt4_Fq Z2 = this->Z_.squared(); in is_well_formed()
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H A Dmnt4_g2.cpp196 const mnt4_Fq2 ss = s.squared(); // ss = s^2 in operator +()
212 const mnt4_Fq2 uu = u.squared(); // uu = u^2 in operator +()
214 const mnt4_Fq2 vv = v.squared(); // vv = v^2 in operator +()
268 const mnt4_Fq2 uu = u.squared(); // uu = u^2 in add()
270 const mnt4_Fq2 vv = v.squared(); // vv = v^2 in add()
318 const mnt4_Fq2 uu = u.squared(); // uu = u2 in mixed_add()
320 const mnt4_Fq2 vv = v.squared(); // vv = v2 in mixed_add()
389 const mnt4_Fq2 X2 = this->X_.squared(); in is_well_formed()
390 const mnt4_Fq2 Y2 = this->Y_.squared(); in is_well_formed()
391 const mnt4_Fq2 Z2 = this->Z_.squared(); in is_well_formed()
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H A Dmnt4_pairing.cpp273 mnt4_Fq2 old_RX_2 = c.old_RX.squared(); in mnt4_affine_ate_precompute_G2()
351 f = f.squared().mul_by_023(g_RR_at_P); in mnt4_affine_ate_miller_loop()
406 assert(T == Z.squared()); in test_invariant()
415 const mnt4_Fq2 A = T.squared(); // A = T1^2 in doubling_step_for_flipped_miller_loop()
418 const mnt4_Fq2 D = C.squared(); // D = C^2 in doubling_step_for_flipped_miller_loop()
421 const mnt4_Fq2 G = F.squared(); // G = F^2 in doubling_step_for_flipped_miller_loop()
425 current.Z = (Y+Z).squared() - C - Z.squared(); // Z3 = (Y1+Z1)^2-C-Z1^2 in doubling_step_for_flipped_miller_loop()
448 const mnt4_Fq2 I = H.squared(); // I = H^2 in mixed_addition_step_for_flipped_miller_loop()
493 result.QY2 = Qcopy.Y().squared(); in mnt4_ate_precompute_G2()
530 mnt4_Fq2 RZ2_inv = RZ_inv.squared(); in mnt4_ate_precompute_G2()
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/dports/misc/darknet/darknet-darknet_yolo_v4_pre/src/
H A Dnormalization_layer.c21 layer.squared = (float*)xcalloc(h * w * c * batch, sizeof(float)); in make_normalization_layer()
34 layer.squared_gpu = cuda_make_array(layer.squared, h * w * c * batch); in make_normalization_layer()
52 layer->squared = (float*)xrealloc(layer->squared, h * w * c * batch * sizeof(float)); in resize_normalization_layer()
61 layer->squared_gpu = cuda_make_array(layer->squared, h * w * c * batch); in resize_normalization_layer()
72 scal_cpu(w*h*c*layer.batch, 0, layer.squared, 1); in forward_normalization_layer()
75 float *squared = layer.squared + w*h*c*b; in forward_normalization_layer() local
78 pow_cpu(w*h*c, 2, input, 1, squared, 1); in forward_normalization_layer()
82 axpy_cpu(w*h, layer.alpha, squared + w*h*k, 1, norms, 1); in forward_normalization_layer()
119 float *squared = layer.squared_gpu + w*h*c*b; in forward_normalization_layer_gpu() local
122 pow_ongpu(w*h*c, 2, input, 1, squared, 1); in forward_normalization_layer_gpu()
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/dports/devel/R-cran-broom/broom/man/
H A Dglance.fixest.Rd39 depending on the type of model estimated. \code{sigma}, \code{r.squared},
40 \code{adj.r.squared}, and \code{within.r.squared} will be NA for any model other than
41 \code{feols}. \code{pseudo.r.squared} will be NA for \code{feols}.
77 …\item{adj.r.squared}{Adjusted R squared statistic, which is like the R squared statistic except ta…
82 …\item{pseudo.r.squared}{Like the R squared statistic, but for situations when the R squared statis…
83 …\item{r.squared}{R squared statistic, or the percent of variation explained by the model. Also kno…
85 \item{within.r.squared}{R squared within fixed-effect groups.}
/dports/graphics/dataplot/dataplot-2c1b27601a3b7523449de612613eadeead9a8f70/lib/frmenus/data/
H A Dchisfunc.top1 ----- <~data\chisfunc.top> Functions: chi-squared Distribution
3 Functions: chi-squared Distribution
6 CHSCDF(X,NU) chi-squared cumulative distribution function
7 CHSPDF(X,NU) chi-squared probability density function
8 CHSPPF(P,NU) chi-squared percent point function
/dports/math/gretl/gretl-2021d/po/
H A DREADME14 ("Sum squared resid"), /* 22: Sum of squared residuals */
16 ("R-squared"), /* 22: */
17 ("Adjusted R-squared"), /* 22: */
25 ("Uncentered R-squared"); /* 22: */
26 ("Centered R-squared"); /* 22: */
27 ("McFadden R-squared"); /* 22: McFadden's pseudo-R-squared */
/dports/science/lammps/lammps-stable_29Sep2021/doc/src/
H A Dangle_cosine_squared.rst1 .. index:: angle_style cosine/squared
2 .. index:: angle_style cosine/squared/omp
4 angle_style cosine/squared command
7 Accelerator Variants: *cosine/squared/omp*
14 angle_style cosine/squared
21 angle_style cosine/squared
27 The *cosine/squared* angle style uses the potential
/dports/math/mathomatic/mathomatic-ceb0861/primes/
H A Dmatho-sumsq.c47 #define squared(a) ((a) * (a)) macro
76 d2 -= squared(squares[i]); in sumsq()
84 d2 += squared(squares[i]); in sumsq()
112 d2 = save - squared(squares[2]); in sumsq()
119 d2 = d1 - squared(squares[0]) - squared(squares[1]); in sumsq()
126 d2 = d1 - squared(squares[0]); in sumsq()
/dports/audio/supercollider/SuperCollider-3.11.0-Source/examples/demonstrations/
H A D100 FM Synths.scd27 //e = Env.adsr(exprand(0.001,maxAttack), linrand(3.0), rrand(0.4,1.0).squared, rrand(0.001,0.2));
30 e = EnvGen.kr(e, gate, rrand(0.5,0.6).rand.squared);
36 //e = Env.adsr(exprand(0.001,maxAttack), linrand(3.0), 1.0.rand.squared, rrand(0.001,0.2));
39 e = EnvGen.kr(e, gate, 3.0.rand.squared);
45 //e = Env.adsr(exprand(0.001,maxAttack), linrand(3.0), 1.0.rand.squared, rrand(0.001,0.2));
48 e = EnvGen.kr(e, gate, 3.0.rand.squared);
65 f = freq + 1.8.rand2.squared;
75 f = freq + 1.8.rand2.squared;
88 f = freq + 1.8.rand2.squared;

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