| /third_party/boost/libs/spirit/classic/example/fundamental/ |
| D | parse_tree_calc1.cpp | 70 iter_t chi = i->children.begin(); in eval_expression() local
71 long lhs = eval_term(chi); in eval_expression()
72 for (++chi; chi != i->children.end(); ++chi) in eval_expression()
76 char op = *(chi->value.begin()); in eval_expression()
77 ++chi; in eval_expression()
78 long rhs = eval_term(chi); in eval_expression()
94 iter_t chi = i->children.begin(); in eval_term() local
95 long lhs = eval_factor(chi); in eval_term()
96 for (++chi; chi != i->children.end(); ++chi) in eval_term()
98 char op = *(chi->value.begin()); in eval_term()
[all …]
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| /third_party/boost/libs/math/doc/distributions/ |
| D | nc_chi_squared_example.qbk | 5 [section:nccs_power_eg Tables of the power function of the chi[super 2] test.]
6 [/chi super 2 failed to show the chi in pdf why??? (OK in html) so use words.]
11 [endsect] [/nccs_power_eg Tables of the power function of the chi-squared [chi][super 2] test.]
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| D | nc_beta.qbk | 36 [expression X = [chi][sub m][super 2]([lambda]) \/ ([chi][sub m][super 2]([lambda])
37 + [chi][sub n][super 2])]
38 where [role serif_italic [chi][sub m][super 2]([lambda])]
39 is a noncentral [role serif_italic [chi][super 2]]
40 random variable with /m/ degrees of freedom, and [chi][sub n][super 2]
41 is a central [role serif_italic [chi][super 2] ] random variable with /n/ degrees of freedom.
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| D | inverse_chi_squared.qbk | 24 The inverse chi squared distribution is a continuous probability distribution
25 of the *reciprocal* of a variable distributed according to the chi squared distribution.
34 [@http://en.wikipedia.org/wiki/Scaled-inverse-chi-square_distribution scaled inverse chi_squared di…
37 [@http://en.wikipedia.org/wiki/Inverse-chi-square_distribution Wikipedia inverse chi_squared distri…
45 * Inverse chi_squared distribution [@http://en.wikipedia.org/wiki/Inverse-chi-square_distribution]
46 * Scaled inverse chi_squared distribution[@http://en.wikipedia.org/wiki/Scaled-inverse-chi-square_d…
53 the scaled inverse chi-square is conjugate prior for the normal distribution
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| D | fisher.qbk | 30 whether two samples have the same variance. If [chi][super 2][sub m] and
31 [chi][super 2][sub n] are independent variates each distributed as
34 [expression F[sub n,m] = ([chi][super 2][sub n] / n) / ([chi][super 2][sub m] / m)]
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| D | nc_chi_squared.qbk | 41 The noncentral chi-squared distribution is a generalization of the
48 is distributed according to the noncentral chi-squared distribution.
50 The noncentral chi-squared distribution has two parameters:
63 where ['f(x;k)] is the central chi-squared distribution PDF, and
127 for the noncentral chi-squared distribution.
250 for the mode of the noncentral chi-squared
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| D | chi_squared_examples.qbk | 224 … [ Reject if T < [chi][super 2][sub (1-alpha/2; N-1)] or T > [chi][super 2][sub (alpha/2; N-1)] ]]
226 [ Reject if [chi][super 2][sub (1-alpha/2; N-1)] >= T >= [chi][super 2][sub (alpha/2; N-1)] ]]
228 [ Reject if [chi][super 2][sub (1-alpha; N-1)] <= T ]]
230 [ Reject if [chi][super 2][sub (alpha; N-1)] >= T ]]
233 Where [chi][super 2][sub (alpha; N-1)] is the upper critical value of the
234 Chi Squared distribution, and [chi][super 2][sub (1-alpha; N-1)] is the
|
| /third_party/boost/boost/geometry/srs/projections/proj/ |
| D | mod_ster.hpp | 85 T sinlon, coslon, esphi, chi, schi, cchi, s; in fwd() local
91 chi = 2. * atan(tan((half_pi + lp_lat) * .5) * in fwd()
93 schi = sin(chi); in fwd()
94 cchi = cos(chi); in fwd()
111 T den, rh = 0, z, sinz = 0, cosz = 0, chi, phi = 0, dphi, esphi; in inv() local
141 … chi = aasin(cosz * this->m_proj_parm.schio + p.i * sinz * this->m_proj_parm.cchio / rh); in inv()
142 phi = chi; in inv()
145 dphi = 2. * atan(tan((half_pi + chi) * .5) * in inv()
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| /third_party/openssl/crypto/ |
| D | o_str.c | 151 int chi, cli; in OPENSSL_hexstr2buf() local
172 chi = OPENSSL_hexchar2int(ch); in OPENSSL_hexstr2buf()
173 if (cli < 0 || chi < 0) { in OPENSSL_hexstr2buf()
178 *q++ = (unsigned char)((chi << 4) | cli); in OPENSSL_hexstr2buf()
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| /third_party/icu/icu4c/source/data/lang/ |
| D | pl.txt | 359 lzh{"chiński klasyczny"}
636 zh{"chiński"}
637 zh_Hans{"chiński uproszczony"}
638 zh_Hant{"chiński tradycyjny"}
645 zh_Hans{"standardowy chiński uproszczony"}
646 zh_Hant{"standardowy chiński tradycyjny"}
650 yue{"chiński kantoński"}
651 zh{"chiński mandaryński"}
698 Hanb{"chińskie z bopomofo"}
700 Hani{"chińskie"}
[all …]
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| /third_party/skia/third_party/externals/icu/source/data/lang/ |
| D | pl.txt | 359 lzh{"chiński klasyczny"}
636 zh{"chiński"}
637 zh_Hans{"chiński uproszczony"}
638 zh_Hant{"chiński tradycyjny"}
645 zh_Hans{"standardowy chiński uproszczony"}
646 zh_Hant{"standardowy chiński tradycyjny"}
650 yue{"chiński kantoński"}
651 zh{"chiński mandaryński"}
698 Hanb{"chińskie z bopomofo"}
700 Hani{"chińskie"}
[all …]
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| /third_party/boost/boost/geometry/srs/projections/impl/ |
| D | pj_gauss.hpp | 68 inline gauss<T> gauss_ini(T const& e, T const& phi0, T& chi, T& rc) in gauss_ini() argument
91 chi = asin(sphi / en.C); in gauss_ini()
93 en.K = tan(0.5 * chi + fourth_pi) in gauss_ini()
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| /third_party/boost/boost/math/statistics/ |
| D | ljung_box.hpp | 57 auto chi = boost::math::chi_squared_distribution<Real, no_promote_policy>(Real(lags - fit_dof)); in ljung_box() local
59 Real pvalue = 1 - boost::math::cdf(chi, Q); in ljung_box()
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| /third_party/flutter/skia/third_party/externals/icu/source/data/lang/ |
| D | pl.txt | 356 lzh{"chiński klasyczny"}
634 zh{"chiński"}
635 zh_Hans{"chiński uproszczony"}
636 zh_Hant{"chiński tradycyjny"}
796 chinese{"kalendarz chiński"}
851 big5han{"chiński tradycyjny porządek sortowania - Big5"}
856 gb2312han{"chiński uproszczony porządek sortowania - GB2312"}
908 hanidec{"chińskie cyfry dziesiętne"}
909 hans{"uproszczone cyfry chińskie"}
910 hansfin{"uproszczone chińskie cyfry księgowe"}
[all …]
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| /third_party/flutter/skia/third_party/externals/icu/source/data/unit/ |
| D | ga.txt | 1014 dnam{"ceintiméadair chiúbacha"}
1015 few{"{0} cheintiméadar chiúbacha"}
1016 many{"{0} gceintiméadar chiúbacha"}
1020 two{"{0} cheintiméadar chiúbacha"}
1024 few{"{0} throigh chiúbacha"}
1025 many{"{0} dtroigh chiúbacha"}
1026 one{"{0} troigh chiúbach"}
1027 other{"{0} troigh chiúbach"}
1028 two{"{0} throigh chiúbacha"}
1032 few{"{0} orlach chiúbacha"}
[all …]
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| /third_party/musl/porting/liteos_m/kernel/src/math/ |
| D | log_data.h | 23 double chi, clo; member
|
| /third_party/musl/porting/uniproton/kernel/src/math/ |
| D | log_data.h | 23 double chi, clo; member
|
| /third_party/musl/porting/liteos_a/kernel/src/math/ |
| D | log2_data.h | 23 double chi, clo; member
|
| D | log_data.h | 23 double chi, clo; member
|
| /third_party/musl/src/math/ |
| D | log2_data.h | 23 double chi, clo; member
|
| D | log_data.h | 23 double chi, clo; member
|
| /third_party/icu/icu4c/source/data/unit/ |
| D | ga.txt | 211 _{"{0} chiúbacha"}
216 _{"{0} chiúbacha"}
231 _{"{0} chiúbacha"}
1359 dnam{"ceintiméadair chiúbacha"}
1360 few{"{0} cheintiméadar chiúbacha"}
1361 many{"{0} gceintiméadar chiúbacha"}
1365 two{"{0} cheintiméadar chiúbacha"}
1369 few{"{0} throigh chiúbacha"}
1370 many{"{0} dtroigh chiúbacha"}
1371 one{"{0} troigh chiúbach"}
[all …]
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| /third_party/skia/third_party/externals/icu/source/data/unit/ |
| D | ga.txt | 211 _{"{0} chiúbacha"}
216 _{"{0} chiúbacha"}
231 _{"{0} chiúbacha"}
1359 dnam{"ceintiméadair chiúbacha"}
1360 few{"{0} cheintiméadar chiúbacha"}
1361 many{"{0} gceintiméadar chiúbacha"}
1365 two{"{0} cheintiméadar chiúbacha"}
1369 few{"{0} throigh chiúbacha"}
1370 many{"{0} dtroigh chiúbacha"}
1371 one{"{0} troigh chiúbach"}
[all …]
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| /third_party/boost/libs/random/doc/ |
| D | distribution_performance_windows.qbk | 16 [[chi squared][3.53957][4.95][3.44448][4.83442]]
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| D | distribution_performance_linux.qbk | 16 [[chi squared][2.07297][2.8401][2.10926][3.07409]]
|