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/third_party/typescript/tests/baselines/reference/
DthisTypeInObjectLiterals2.js34 moveBy(dx: number, dy: number, dz?: number): void;
40 moveBy(dx, dy, dz) { argument
43 if (this.z && dz) {
44 this.z += dz;
52 moveBy(dx, dy, dz) { argument
55 if (this.z && dz) {
56 this.z += dz;
64 moveBy(dx, dy, dz) { argument
67 if (this.z && dz) {
68 this.z += dz;
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DthisTypeInObjectLiterals2.types86 moveBy(dx: number, dy: number, dz?: number): void;
87 >moveBy : (dx: number, dy: number, dz?: number | undefined) => void
90 >dz : number | undefined
95dz) { this.x += dx; this.y += dy; if (this.z && dz) { this.z += dz
105 moveBy(dx, dy, dz) {
106 >moveBy : (dx: number, dy: number, dz: number | undefined) => void
109 >dz : number | undefined
125 if (this.z && dz) {
126 >this.z && dz : number | undefined
130 >dz : number | undefined
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DthisTypeInObjectLiterals2.symbols80 moveBy(dx: number, dy: number, dz?: number): void;
84 >dz : Symbol(dz, Decl(thisTypeInObjectLiterals2.ts, 32, 34))
97 moveBy(dx, dy, dz) {
101 >dz : Symbol(dz, Decl(thisTypeInObjectLiterals2.ts, 38, 18))
115 if (this.z && dz) {
119 >dz : Symbol(dz, Decl(thisTypeInObjectLiterals2.ts, 38, 18))
121 this.z += dz;
125 >dz : Symbol(dz, Decl(thisTypeInObjectLiterals2.ts, 38, 18))
140 moveBy(dx, dy, dz) {
144 >dz : Symbol(dz, Decl(thisTypeInObjectLiterals2.ts, 50, 18))
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/third_party/typescript/tests/cases/conformance/types/thisType/
DthisTypeInObjectLiterals2.ts37 moveBy(dx: number, dy: number, dz?: number): void;
43 moveBy(dx, dy, dz) {
46 if (this.z && dz) {
47 this.z += dz;
55 moveBy(dx, dy, dz) {
58 if (this.z && dz) {
59 this.z += dz;
67 moveBy(dx, dy, dz) {
70 if (this.z && dz) {
71 this.z += dz;
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/third_party/boost/libs/math/doc/sf/
Dtgamma.qbk18 ``__sf_result`` tgamma1pm1(T dz);
21 ``__sf_result`` tgamma1pm1(T dz, const ``__Policy``&);
45 ``__sf_result`` tgamma1pm1(T dz);
48 ``__sf_result`` tgamma1pm1(T dz, const ``__Policy``&);
50 Returns `tgamma(dz + 1) - 1`. Internally the implementation does not make
52 accurate results even for very small `dz`.
89 using the formula `tgamma(1+dz)-1` with a lanczos approximation accurate
127 region `-0.5 < dz < 2`. These are the same approximations (and internal routines)
129 the approximation is `log(tgamma(dz+1))` which can fed into __expm1 to give
130 the desired result. Outside the range `-0.5 < dz < 2` then the naive formula
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/third_party/flutter/skia/third_party/externals/icu/source/data/coll/
Dhu.txt9 "&D<dz<<<Dz<<<DZ"
22 "&dz<<<ddz/dz"
23 "&Dz<<<Ddz/dz"
/third_party/boost/boost/math/special_functions/
Dlanczos.hpp134 static T lanczos_sum_near_1(const T& dz) in lanczos_sum_near_1()
147 result += (-d[k-1]*dz)/(k*dz + k*k); in lanczos_sum_near_1()
153 static T lanczos_sum_near_2(const T& dz) in lanczos_sum_near_2()
164 T z = dz + 2; in lanczos_sum_near_2()
167 result += (-d[k-1]*dz)/(z + k*z + k*k - 1); in lanczos_sum_near_2()
254 static T lanczos_sum_near_1(const T& dz) in lanczos_sum_near_1()
272 result += (-d[k-1]*dz)/(k*dz + k*k); in lanczos_sum_near_1()
278 static T lanczos_sum_near_2(const T& dz) in lanczos_sum_near_2()
294 T z = dz + 2; in lanczos_sum_near_2()
297 result += (-d[k-1]*dz)/(z + k*z + k*k - 1); in lanczos_sum_near_2()
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/third_party/skia/third_party/externals/icu/source/data/coll/
Dhu.txt9 "&D<dz<<<Dz<<<DZ"
22 "&dz<<<ddz/dz"
23 "&Dz<<<Ddz/dz"
/third_party/icu/icu4c/source/data/coll/
Dhu.txt9 "&D<dz<<<Dz<<<DZ"
22 "&dz<<<ddz/dz"
23 "&Dz<<<Ddz/dz"
/third_party/boost/boost/math/special_functions/detail/
Dlgamma_small.hpp513 T dz = zm2; in lgamma_small_imp() local
514 result = dz * log((z + Lanczos::g() - T(0.5)) / boost::math::constants::e<T>()); in lgamma_small_imp()
515 result += boost::math::log1p(dz / (Lanczos::g() + T(1.5)), pol) * T(1.5); in lgamma_small_imp()
516 result += boost::math::log1p(Lanczos::lanczos_sum_near_2(dz), pol); in lgamma_small_imp()
521 T dz = zm1; in lgamma_small_imp() local
522 result = dz * log((z + Lanczos::g() - T(0.5)) / boost::math::constants::e<T>()); in lgamma_small_imp()
523 result += boost::math::log1p(dz / (Lanczos::g() + T(0.5)), pol) / 2; in lgamma_small_imp()
524 result += boost::math::log1p(Lanczos::lanczos_sum_near_1(dz), pol); in lgamma_small_imp()
/third_party/boost/boost/math/bindings/detail/
Dbig_lanczos.hpp143 static T lanczos_sum_near_1(const T& dz) in lanczos_sum_near_1()
172 result += (-d[k-1]*dz)/(k*dz + k*k); in lanczos_sum_near_1()
178 static T lanczos_sum_near_2(const T& dz) in lanczos_sum_near_2()
204 T z = dz + 2; in lanczos_sum_near_2()
207 result += (-d[k-1]*dz)/(z + k*z + k*k - 1); in lanczos_sum_near_2()
369 static T lanczos_sum_near_1(const T& dz) in lanczos_sum_near_1()
407 result += (-d[k-1]*dz)/(k*dz + k*k); in lanczos_sum_near_1()
413 static T lanczos_sum_near_2(const T& dz) in lanczos_sum_near_2()
449 T z = dz + 2; in lanczos_sum_near_2()
452 result += (-d[k-1]*dz)/(z + k*z + k*k - 1); in lanczos_sum_near_2()
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/third_party/skia/third_party/externals/opengl-registry/extensions/SGIS/
DSGIS_line_texgen.txt53 D is a vector (dx, dy, dz)
68 pz, pw, dx, dy, and dz, respectively.
81 D is a direction vector (dx', dy', dz') where
84 (dx', dy', dz') = (dx, dy, dz) M
DSGIS_point_line_texgen.txt101 D is a vector (dx, dy, dz)
116 pz, pw, dx, dy, and dz, respectively.
129 D is a direction vector (dx', dy', dz') where
132 (dx', dy', dz') = (dx, dy, dz) M
148 pz, pw, dx, dy, and dz, respectively.
/third_party/openGLES/extensions/SGIS/
DSGIS_line_texgen.txt53 D is a vector (dx, dy, dz)
68 pz, pw, dx, dy, and dz, respectively.
81 D is a direction vector (dx', dy', dz') where
84 (dx', dy', dz') = (dx, dy, dz) M
DSGIS_point_line_texgen.txt101 D is a vector (dx, dy, dz)
116 pz, pw, dx, dy, and dz, respectively.
129 D is a direction vector (dx', dy', dz') where
132 (dx', dy', dz') = (dx, dy, dz) M
148 pz, pw, dx, dy, and dz, respectively.
/third_party/boost/libs/numeric/odeint/examples/thrust/
Dlorenz_parameters.cu110 value_type dz = thrust::get< 5 >( thrust::get< 0 >( t ) ); in operator ()() local
115 thrust::get< 4 >( thrust::get< 2 >( t ) ) = ( R - z ) * dx - dy - x * dz; in operator ()()
116 thrust::get< 5 >( thrust::get< 2 >( t ) ) = y * dx + x * dy - b * dz; in operator ()()
179 value_type &dz = thrust::get< 2 >( t ); in operator ()() local
180 value_type norm = sqrt( dx * dx + dy * dy + dz * dz ); in operator ()()
183 dz /= norm; in operator ()()
/third_party/node/deps/npm/node_modules/dezalgo/test/
Dbasic.js2 var dz = require('../dezalgo.js') variable
8 cb = dz(cb)
/third_party/boost/libs/contract/test/constructor/
Dsmoke.cpp110 explicit c(y_type& y, t<'d'>::z_type& dz, t<'p'>::z_type& pz, in c()
116 t<'d'>(dz), t<'p'>(pz), t<'q'>(qz), t<'e'>(ez)
186 explicit a(x_type& x, c::y_type& y, t<'d'>::z_type& dz, in a()
192 b(), c(y, dz, pz, qz, ez)
228 t<'d'>::z_type dz; dz.value = -3; in main() local
233 a aa(x, y, dz, pz, qz, ez); in main()
/third_party/boost/boost/geometry/formulas/
Dgeographic.hpp184 coord_t const dz = get<2>(direction); in projected_to_surface() local
192 coord_t const param_a = (dx*dx + dy*dy) / a_sqr + dz*dz / b_sqr; in projected_to_surface()
224 coord_t const dz = get<2>(direction); in projected_to_surface() local
232 coord_t const param_a = (dx*dx + dy*dy) / a_sqr + dz*dz / b_sqr; in projected_to_surface()
233 coord_t const param_b = c2 * ((ox*dx + oy*dy) / a_sqr + oz*dz / b_sqr); in projected_to_surface()
/third_party/flutter/skia/third_party/externals/icu/source/data/translit/
DGeor_Latn.txt20 ძ ↔ dz ;
51 #ძ ↔ dz ;
/third_party/skia/third_party/externals/icu/source/data/translit/
DGeor_Latn.txt21 ძ ↔ dz ;
52 #ძ ↔ dz ;
/third_party/icu/icu4c/source/data/translit/
DGeor_Latn.txt21 ძ ↔ dz ;
52 #ძ ↔ dz ;
/third_party/node/deps/npm/node_modules/dezalgo/
DREADME.md14 var dz = require('dezalgo')
18 cb = dz(cb)
/third_party/skia/include/utils/
DSkCamera.h33 SkScalar dotWith(SkScalar dx, SkScalar dy, SkScalar dz) const;
95 SkScalar dotWithNormal(SkScalar dx, SkScalar dy, SkScalar dz) const;
/third_party/node/deps/npm/node_modules/readdir-scoped-modules/
Dreaddir.js2 var dz = require ('dezalgo') variable
56 dz (cb) (null, kids) // prevent maybe-sync zalgo release

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