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/dports/math/scilab/scilab-6.1.1/scilab/modules/m2sci/tests/unit_tests/mfiles/
H A DERFCX.m1 % Test file for function erfcx()
5 res1 = erfcx([]);
7 res2 = erfcx(m2sciUnknownType([]));
9 res3 = erfcx(m2sciUnknownDims([]));
11 res4 = erfcx([1]);
13 res5 = erfcx([1,2,3]);
15 res6 = erfcx([1;2;3]);
17 res7 = erfcx([1,2,3;4,5,6]);
19 res8 = erfcx(m2sciUnknownType([1]));
21 res9 = erfcx(m2sciUnknownType([1,2,3]));
[all …]
/dports/science/py-GPy/GPy-1.10.0/GPy/util/
H A Dfunctions.py5 from scipy.special import erfcx
31 …here(x0>x1, -x1*x1 + np.log(erfcx(x1)-np.exp(-x0**2+x1**2)*erfcx(x0)), -x0*x0 + np.log(np.exp(-x1*…
H A Dln_diff_erfs.py5 from scipy.special import erfcx, erf
83 v[flags] = np.log(erfcx(_x2)
84 -erfcx(_x1)*np.exp(_x2**2
87 v[flags] = np.log(erfcx(-_x1)
88 -erfcx(-_x2)*np.exp(_x1**2
/dports/lang/pocl/pocl-1.8/lib/kernel/ocml/src/
H A DerfcxH.cl4 CONSTATTR UGEN(erfcx)
7 MATH_MANGLE(erfcx)(half x)
9 return (half)MATH_UPMANGLE(erfcx)((float)x);
/dports/math/scilab/scilab-6.1.1/scilab/modules/special_functions/tests/unit_tests/
H A Derfcx.tst9 a=erfcx(1.234 + 0.5678*%i);
12 assert_checkerror("erfcx(''foo'')",[],999);
13 assert_checkerror("erfcx(sparse([1,2;4,5;3,10],[1,2,3]))",[],999);
H A Derfcx.dia.ref8 a=erfcx(1.234 + 0.5678*%i);
10 assert_checkerror("erfcx(''foo'')",[],999);
11 assert_checkerror("erfcx(sparse([1,2;4,5;3,10],[1,2,3]))",[],999);
/dports/science/py-chainer/chainer-7.8.0/chainer/functions/math/
H A Dlog_ndtr.py5 from chainer.functions.math import erfcx
52 return (2 / numpy.pi) ** 0.5 / erfcx.erfcx(- x / 2 ** 0.5) * gy[0],
H A Derfcx.py33 return utils.force_array(special.erfcx(x[0]), dtype=x[0].dtype),
50 def erfcx(x): function
/dports/math/libmesh/libmesh-1.6.2/contrib/fparser/
H A DFaddeeva.hh41 extern std::complex<double> erfcx(std::complex<double> z, double relerr=0);
42 extern double erfcx(double x); // special case for real x
/dports/math/scilab/scilab-6.1.1/scilab/modules/elementary_functions/tests/unit_tests/
H A Derfcx.tst11 //writeto("erfcx.ref"):interface(prettyprint=0):
63 e1=norm((y1ref-erfcx(x1))./abs(y1ref),1);
1066 y2=erfcx(x2);
2071 y3=erfcx(x3);
2121 e1=norm((y1ref-erfcx(x1))./abs(y1ref),1);
3123 y2=erfcx(x2);
4128 y3=erfcx(x3);
H A Derfcx.dia.ref9 //writeto("erfcx.ref"):interface(prettyprint=0):
60 e1=norm((y1ref-erfcx(x1))./abs(y1ref),1);
1062 y2=erfcx(x2);
2066 y3=erfcx(x3);
2113 e1=norm((y1ref-erfcx(x1))./abs(y1ref),1);
3114 y2=erfcx(x2);
4118 y3=erfcx(x3);
/dports/science/nest/nest-simulator-3.1/doc/userdoc/model_details/
H A Dsiegert_neuron_integration.ipynb25 "from scipy.special import erf, erfcx\n",
81 "$$\\mathrm{erf}(s)=1-e^{-s^{2}}\\mathrm{erfcx}(s)$$\n",
106 "plt.plot(s, erfcx(s), c='black')\n",
109 "plt.title(r'$\\mathrm{erfcx}(s)$')\n",
139 …rm{r}})=\\int_{|\\tilde{V}_{\\mathrm{th}}|}^{|\\tilde{V}_{\\mathrm{r}}|}\\mathrm{erfcx}(s)ds.$$\n",
143 …rt{\\pi}\\int_{|\\tilde{V}_{\\mathrm{th}}|}^{|\\tilde{V}_{\\mathrm{r}}|}\\mathrm{erfcx}(s)ds}$$\n",
168 …"$$\\mathrm{erfcx}(s)=\\frac{1}{s\\sqrt{\\pi}}\\sum_{n=0}^{\\infty}(-1)^{n}\\frac{(2n-1)!!}{(2s^{2…
207 "plt.plot(s, erfcx(s), c='black', label=r'$\\mathrm{erfcx}(s)$')\n",
213 "plt.title(r'First order asymptotics of $\\mathrm{erfcx}(s)$')\n",
237 "plt.plot(s, 1/(np.sqrt(np.pi)*s)-erfcx(s), c='black')\n",
[all …]
/dports/science/py-OpenMC/openmc-0.12.2/vendor/faddeeva/
H A DFaddeeva.hh41 extern std::complex<double> erfcx(std::complex<double> z, double relerr=0);
42 extern double erfcx(double x); // special case for real x
/dports/science/py-scipy/scipy-1.7.1/scipy/special/
H A DFaddeeva.hh41 extern std::complex<double> erfcx(std::complex<double> z, double relerr=0);
42 extern double erfcx(double x); // special case for real x
/dports/math/scilab/scilab-6.1.1/scilab/modules/special_functions/src/cpp/
H A Dfaddeeva.h43 std::complex<double> erfcx(std::complex<double> z, double relerr = 0);
44 double erfcx(double x); // special case for real x
/dports/math/octave/octave-6.4.0/liboctave/external/Faddeeva/
H A DFaddeeva.hh41 extern std::complex<double> erfcx(std::complex<double> z, double relerr=0);
42 extern double erfcx(double x); // special case for real x
/dports/science/openmc/openmc-0.12.2/vendor/faddeeva/
H A DFaddeeva.hh41 extern std::complex<double> erfcx(std::complex<double> z, double relerr=0);
42 extern double erfcx(double x); // special case for real x
/dports/math/openturns/openturns-1.18/lib/src/Base/Func/SpecFunc/
H A DFaddeeva.hh41 extern std::complex<double> erfcx(std::complex<double> z, double relerr=0);
42 extern double erfcx(double x); // special case for real x
/dports/science/libecpint/libecpint-1.0.7/external/Faddeeva/
H A DFaddeeva.hpp41 extern std::complex<double> erfcx(std::complex<double> z, double relerr=0);
42 extern double erfcx(double x); // special case for real x
/dports/math/scilab/scilab-6.1.1/scilab/modules/special_functions/macros/
H A Dcalerf.sci23 // calerf computes the error functions erf, erfc, or erfcx,
28 // erf erfc erfcx erfi dawson
43 y=erfcx(x);
/dports/math/octave-forge-dataframe/dataframe-1.2.0/inst/@dataframe/
H A Derfcx.m1 function resu = erfcx(df, varargin) function
22 resu = df_mapper(@erfcx, df, varargin{:});
/dports/science/dftbplus/dftbplus-19.1/prog/dftb+/lib_math/
H A Derfcalc.F9024 public :: erf, erfc, erfcx
64 function erfcx(x) function
70 real(wp) :: erfcx local
72 call erfcalc_calc(x, erfcx, 2)
74 end function erfcx
/dports/misc/hs-hascard/hascard-0.3.0.1/_cabal_deps/erf-2.0.0.0/src/Data/Number/
H A DErf.hs19 erfcx :: a -> a -- ^@erfcx x = exp (x*x) * erfc x@ function
25 erfcx x = exp (x*x) * erfc x function
/dports/math/py-pymc3/pymc-3.11.4/pymc3/distributions/
H A Ddist_math.py128 tt.log(tt.erfcx(-z / tt.sqrt(2.0)) / 2.0) - tt.sqr(z) / 2.0,
137 tt.log(tt.erfcx(z / tt.sqrt(2.0)) / 2.0) - tt.sqr(z) / 2.0,
172 -tt.square(y) + tt.log(tt.erfcx(y) - tt.exp(tt.square(y) - tt.square(x)) * tt.erfcx(x)),
176 + tt.log(tt.erfcx(-x) - tt.exp(tt.square(x) - tt.square(y)) * tt.erfcx(-y)),
/dports/science/py-GPy/GPy-1.10.0/GPy/kern/src/
H A Dsympy_helpers.h8 double erfcx(double x);

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