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Searched +refs:gp +refs:smooth (Results 1 – 25 of 417) sorted by relevance

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/dports/math/gnuplot-tex-extras/gnuplot-5.2.8/share/LaTeX/
H A Dgnuplot-lua-tikz-common.tex50 \ifx\gp@tempa\gp@tempb%
64 \ifx\gp@tempa\gp@tempb%
81 \def\gp@rawimage{\gp@rawimage@pdf}
345 \tikzset{gp plot 0/.style=smooth}
346 \tikzset{gp plot 1/.style=smooth}
347 \tikzset{gp plot 2/.style=smooth}
348 \tikzset{gp plot 3/.style=smooth}
349 \tikzset{gp plot 4/.style=smooth}
350 \tikzset{gp plot 5/.style=smooth}
351 \tikzset{gp plot 6/.style=smooth}
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/dports/math/gnuplot/gnuplot-5.4.1/share/LaTeX/
H A Dgnuplot-lua-tikz-common.tex52 \def\gp@tempb{#1}%
53 \ifx\gp@tempa\gp@tempb%
67 \ifx\gp@tempa\gp@tempb%
346 \tikzset{gp plot 0/.style=smooth}
347 \tikzset{gp plot 1/.style=smooth}
348 \tikzset{gp plot 2/.style=smooth}
349 \tikzset{gp plot 3/.style=smooth}
350 \tikzset{gp plot 4/.style=smooth}
351 \tikzset{gp plot 5/.style=smooth}
352 \tikzset{gp plot 6/.style=smooth}
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/dports/math/gnuplot-lite/gnuplot-5.4.1/share/LaTeX/
H A Dgnuplot-lua-tikz-common.tex52 \def\gp@tempb{#1}%
53 \ifx\gp@tempa\gp@tempb%
67 \ifx\gp@tempa\gp@tempb%
346 \tikzset{gp plot 0/.style=smooth}
347 \tikzset{gp plot 1/.style=smooth}
348 \tikzset{gp plot 2/.style=smooth}
349 \tikzset{gp plot 3/.style=smooth}
350 \tikzset{gp plot 4/.style=smooth}
351 \tikzset{gp plot 5/.style=smooth}
352 \tikzset{gp plot 6/.style=smooth}
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/dports/databases/opentsdb/opentsdb-2.3.0/src/graph/
H A DPlot.java269 final String smooth = params.remove("smooth"); in writeGnuplotScript() local
290 gp.append("\n" in writeGnuplotScript()
305 gp.write("set grid\n" in writeGnuplotScript()
312 gp.write("unset key\n"); in writeGnuplotScript()
365 gp.write("plot "); in writeGnuplotScript()
370 if (smooth != null) { in writeGnuplotScript()
371 gp.append(" smooth ").append(smooth); in writeGnuplotScript()
380 gp.print(", \\"); in writeGnuplotScript()
382 gp.write('\n'); in writeGnuplotScript()
385 gp.write('0'); in writeGnuplotScript()
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/dports/math/R-cran-maps/maps/man/
H A Dinternal2.Rd14 \alias{gp.smooth}
15 \alias{kernel.smooth}
34 gp.smooth(x, z, xo, lambda, r)
35 kernel.smooth(x, z, xo, lambda, region = NULL, normalize = TRUE)
/dports/cad/opencascade/opencascade-7.6.0/src/Geom/
H A DGeom_SurfaceOfLinearExtrusion.cxx93 smooth = C->Continuity(); in Geom_SurfaceOfLinearExtrusion()
162 smooth = C->Continuity(); in SetBasisCurve()
385 gp_Ax2d Axis(gp::Origin2d(),gp::DX2d()); in ParametricTransformation()
389 Axis = gp_Ax2d(gp::Origin2d(),gp::DY2d()); in ParametricTransformation()
H A DGeom_SurfaceOfRevolution.cxx256 smooth = C->Continuity(); in SetBasisCurve()
397 if ( Rad > gp::Resolution()) { in Handle()
403 if(P.Modulus() > gp::Resolution()) { in Handle()
455 gp_Ax2d Axis(gp::Origin2d(),gp::DX2d()); in ParametricTransformation()
H A DGeom_BSplineCurve.cxx89 if (Abs (theWeights[i] - theWeights[i + 1]) > gp::Resolution()) in Rational()
191 if (Weights(i) <= gp::Resolution()) in Geom_BSplineCurve()
961 …if (W <= gp::Resolution ()) throw Standard_ConstructionError("BSpline curve: SetWeight: Weight… in SetWeight()
964 Standard_Boolean rat = IsRational() || (Abs(W - 1.) > gp::Resolution()); in SetWeight()
1091 if (MaxKnotMult == 0) smooth = GeomAbs_CN; in UpdateKnots()
1094 case 0 : smooth = GeomAbs_C0; break; in UpdateKnots()
1095 case 1 : smooth = GeomAbs_C1; break; in UpdateKnots()
1096 case 2 : smooth = GeomAbs_C2; break; in UpdateKnots()
1097 case 3 : smooth = GeomAbs_C3; break; in UpdateKnots()
1098 default : smooth = GeomAbs_C3; break; in UpdateKnots()
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H A DGeom_BSplineCurve_1.cxx48 switch (smooth) { in IsCN()
97 if((aV1.SquareMagnitude() <= gp::Resolution()) || in IsG1()
98 aV2.SquareMagnitude() <= gp::Resolution()) in IsG1()
129 if((aV1.SquareMagnitude() <= gp::Resolution()) || in IsG1()
130 aV2.SquareMagnitude() <= gp::Resolution()) in IsG1()
164 { return smooth; } in Continuity()
/dports/multimedia/vmaf/vmaf-2.3.0/matlab/strred/matlabPyrTools/
H A DimGradient.m3 % Compute the gradient of the image using smooth derivative filters
23 gp = [0.037659 0.249153 0.426375 0.249153 0.037659]'; variable
26 dx = corrDn(corrDn(im, gp, edges), gd', edges);
27 dy = corrDn(corrDn(im, gd, edges), gp', edges);
/dports/graphics/blender/blender-2.91.0/release/scripts/addons/object_fracture_cell/
H A Dfracture_cell_setup.py106 def get_splines(gp): argument
107 if gp.layers.active:
108 frame = gp.layers.active.active_frame
115 gp = scene.grease_pencil
116 if gp:
117 points.extend([p for spline in get_splines(gp)
254 bm_face.smooth = True
446 bm_edge.smooth = False
449 edges = [edge for edge in bm.edges if edge.smooth is False]
/dports/graphics/osg/OpenSceneGraph-OpenSceneGraph-3.6.5/src/osgPlugins/ac/
H A Dac3d.cpp61 virtual void apply(osg::Group& gp){ in apply() argument
62 traverse(gp); // must continue subgraph traversal. in apply()
178 const osg::Group *gp=node.asGroup(); in writeNode() local
179 if(gp) in writeNode()
181 const unsigned int nch=gp->getNumChildren(); in writeNode()
184 writeNode(*(gp->getChild(i)), fout, opts); in writeNode()
488 smooth(_smooth) in RefData()
497 unsigned smooth; member
521 _refs[i].smooth = ref.smooth; in collect()
536 if (_refs[i].smooth) in smoothNormals()
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/dports/cad/opencascade/opencascade-7.6.0/src/Geom2d/
H A DGeom2d_BSplineCurve.cxx87 if (Abs (theWeights[i] - theWeights[i + 1]) > gp::Resolution()) in Rational()
187 if (Weights(i) <= gp::Resolution()) { in Geom2d_BSplineCurve()
514 Standard_Boolean rat = IsRational() || Abs(Weight-1.) > gp::Resolution(); in InsertPoleAfter()
1060 Standard_Boolean rat = IsRational() || (Abs(W - 1.) > gp::Resolution()); in SetWeight()
1193 if (MaxKnotMult == 0) smooth = GeomAbs_CN; in UpdateKnots()
1196 case 0 : smooth = GeomAbs_C0; break; in UpdateKnots()
1197 case 1 : smooth = GeomAbs_C1; break; in UpdateKnots()
1198 case 2 : smooth = GeomAbs_C2; break; in UpdateKnots()
1199 case 3 : smooth = GeomAbs_C3; break; in UpdateKnots()
1200 default : smooth = GeomAbs_C3; break; in UpdateKnots()
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H A DGeom2d_BSplineCurve_1.cxx48 switch (smooth) { in IsCN()
98 if((aV1.SquareMagnitude() <= gp::Resolution()) || in IsG1()
99 aV2.SquareMagnitude() <= gp::Resolution()) in IsG1()
130 if((aV1.SquareMagnitude() <= gp::Resolution()) || in IsG1()
131 aV2.SquareMagnitude() <= gp::Resolution()) in IsG1()
150 { return (StartPoint().Distance (EndPoint())) <= gp::Resolution (); } in IsClosed()
168 { return smooth; } in Continuity()
/dports/graphics/osg34/OpenSceneGraph-OpenSceneGraph-3.4.1/src/osgPlugins/ac/
H A Dac3d.cpp61 virtual void apply(osg::Group& gp){ in apply() argument
62 traverse(gp); // must continue subgraph traversal. in apply()
173 const unsigned int nch=gp->getNumChildren(); in writeNode()
176 writeNode(*(gp->getChild(i)), fout, opts); in writeNode()
479 smooth(_smooth) in RefData()
488 unsigned smooth; member
505 if (_refs[i].smooth == ~0u) in collect()
512 _refs[i].smooth = ref.smooth; in collect()
527 if (_refs[i].smooth) in smoothNormals()
529 _refs[i].smooth = ~0u; in smoothNormals()
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/dports/devel/R-cran-Hmisc/Hmisc/R/
H A DcurveRep.s4 smooth=FALSE, extrap=FALSE, pr=FALSE) {
86 if(smooth && ssize > 2)
101 smooth=smooth, x=x, y=y, id=id),
106 sm <- if(x$smooth) 'smooth' else 'not smoothed'
230 gp=gpar(fontsize=7, col=gray(.4)))
234 gp=gpar(fill=gray(.7), col=gray(.7)))
237 just=c(0,.5), gp=gpar(fontsize=7, col=gray(.4)))
248 gp=gpar(fontsize=9, col=gray(.25)))
/dports/graphics/argyllcms/Argyll_V1.9.2/rspl/
H A Dscat.c465 s->smooth = smooth; in fit_rspl_imp()
640 double smooth, /* Smoothing factor */ in fit_rspl_plane_imp() argument
804 float *gp; in add_rspl_imp() local
860 for (gp = s->g.a, i = 0; i < s->g.no; gp += s->g.pss, i++) in add_rspl_imp()
861 gp[f] = (float)m->q.x[i]; in add_rspl_imp()
1472 if (smooth >= 0.0) { in new_mgtmp()
1495 m->sf.cw[e] = -smooth * rsm; in new_mgtmp()
2372 double *gp; /* Pointer to x2[] grid cube base */ in mgtmp_interp() local
2379 gp = m->q.x; /* Base of solution array */ in mgtmp_interp()
2387 gp += mi * m->g.ci[e]; /* Add Index offset for grid cube base in dimen */ in mgtmp_interp()
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H A Dopt.c246 float *gp; /* rspl grid pointer */ in opt_rspl_imp() local
289 for (gp = s->g.a, mgp = m->g.a, i = 0; i < s->g.no; gp += s->g.pss, mgp += m->g.pss, i++) in opt_rspl_imp()
291 gp[f] = (float)mgp[f]; in opt_rspl_imp()
400 m->sf.cw[e] = (s->smooth * SMOOTH)/(rsm * (double)di); in new_omgtp()
448 for (n = 0, gp = m->g.a; n < gno; n++, gp += m->g.pss) { in init_fsoln()
477 gp[f] = w * d[f]; in init_fsoln()
483 gp[f] += w * d[f]; in init_fsoln()
563 double *d = gp + m2->g.fhi[0]; in init_soln()
570 d = gp + m2->g.fhi[i]; in init_soln()
661 double *gp = m->g.a; in one_itter() local
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/dports/lang/racket/racket-8.3/share/pkgs/games/gobblet/
H A Dgui.rkt58 (define (gui-move gp to)
59 (when (gui-piece? gp)
63 (from-i (gui-piece-i gp))
83 (let ([new-gp (make-gui-piece (gui-piece-piece gp) (gui-piece-dl gp)
92 (gui-add-piece new-gp)
106 (gui-add-piece gp)
137 (gl-quadric-normals q 'smooth)
171 (gl-quadric-normals q 'smooth)
219 (define (gui-add-piece gp)
221 (+ (gui-piece-i gp) 0.5) (+ (gui-piece-j gp) 0.5) 0
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/dports/graphics/enblend/enblend-enfuse-4.2/doc/
H A DMakefile.am269 %.cleantex.gp: $(srcdir)/%.gp
355 entropy-cutoff.gp entropy.gp exposure-cutoff.gp exposure-weights.gp \
356 fullsine.gp gaussian.gp halfsine.gp laplacian-of-gaussian.gp \
357 log-transform.gp lorentzian.gp power.gp: colors.gp
445 entropy.gp \
448 fullsine.gp \
449 gaussian.gp \
450 halfsine.gp \
453 lorentzian.gp \
454 power.gp \
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H A DMakefile.in491 entropy.gp \
494 fullsine.gp \
495 gaussian.gp \
496 halfsine.gp \
499 lorentzian.gp \
500 power.gp \
502 smooth-edge.gp
947 %.cleantex.gp: $(srcdir)/%.gp
1013 entropy-cutoff.gp entropy.gp exposure-cutoff.gp exposure-weights.gp \
1014 fullsine.gp gaussian.gp halfsine.gp laplacian-of-gaussian.gp \
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/dports/cad/opencascade/opencascade-7.6.0/src/Law/
H A DLaw_BSpline.cxx182 rat = Abs(W(i) - W(i+1)) > gp::Resolution(); in Rational()
280 if (Weights(i) <= gp::Resolution()) in Law_BSpline()
1287 if (MaxKnotMult == 0) smooth = GeomAbs_CN; in UpdateKnots()
1290 case 0: smooth = GeomAbs_C0; break; in UpdateKnots()
1291 case 1: smooth = GeomAbs_C1; break; in UpdateKnots()
1292 case 2: smooth = GeomAbs_C2; break; in UpdateKnots()
1293 case 3: smooth = GeomAbs_C3; break; in UpdateKnots()
1294 default: smooth = GeomAbs_C3; break; in UpdateKnots()
1332 switch (smooth) { in IsCN()
1355 { return (Abs(StartPoint()-EndPoint())) <= gp::Resolution (); } in IsClosed()
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/dports/games/hyperrogue/hyperrogue-12.0f/rogueviz/
H A Dbringris.cpp161 gp::param = gp::loc(1, 1); in __anonce4030870102()
228 gp::param = gp::loc(1, 1); in __anonce4030870602()
245 gp::param = gp::loc(1, 1); in __anonce4030870702()
262 gp::param = gp::loc(1, 1); in __anonce4030870802()
272 gp::param = gp::loc(1, 1); in __anonce4030870902()
282 gp::param = gp::loc(1, 1); in __anonce4030870a02()
300 gp::param = gp::loc(1, 1); in __anonce4030870b02()
1043 transmatrix smooth; variable
1376 smooth = inverse(pView); in adjust_animation()
1514 smooth = Id; in run()
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/dports/science/siconos/siconos-4.4.0/docs/sphinx/getting_started/tutorial_cpp/
H A Dbeads_column.rst42 * :math:`p` the force due to the non-smooth law, ie the reaction at impact.
178 Finally we need to define a non-smooth law to define the behavior of the ball at impact.
233 With the same non smooth law as for the first Interaction::
288 string solverName = "Lemke"; // solver algorithm used for non-smooth problem
304 …"modes", time-intervalls where the dynamics is smooth and discrete events where the dynamics is no…
306 … the present case, non smooth events will corresponds to impacts between balls. Each time such an …
396 * integrate the system until this future event is reached or until a non-smooth event is found
398 * deal with the system at event (for example, in case of a non-smooth event, formalize and solve on…
431 But when a non-smooth event occurs, that may be interesting to get pre and post impact values.
487 gnuplot -persist result.gp
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/dports/misc/py-xgboost/xgboost-1.5.1/demo/CLI/binary_classification/
H A Dagaricus-lepiota.names7 (b) Donor: Jeff Schlimmer (Jeffrey.Schlimmer@a.gp.cs.cmu.edu)
109 2. cap-surface: fibrous=f,grooves=g,scaly=y,smooth=s
124 12. stalk-surface-above-ring: fibrous=f,scaly=y,silky=k,smooth=s
125 13. stalk-surface-below-ring: fibrous=f,scaly=y,silky=k,smooth=s

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