| /external/clang/test/Lexer/Inputs/ |
| tokens-between-ifndef-and-define.h | 3 const int pi = 3; variable
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| /external/eigen/unsupported/doc/examples/ |
| MatrixExponential.cpp | 8 const double pi = std::acos(-1.0); local
11 A << 0, -pi/4, 0,
12 pi/4, 0, 0,
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| MatrixFunction.cpp | 13 const double pi = std::acos(-1.0); local
16 A << 0, -pi/4, 0,
17 pi/4, 0, 0,
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| MatrixSquareRoot.cpp | 8 const double pi = std::acos(-1.0); local
11 A << cos(pi/3), -sin(pi/3),
12 sin(pi/3), cos(pi/3);
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| /external/valgrind/main/memcheck/tests/x86-linux/ |
| scalar_supp.c | 7 // uninitialised, but we know pi[0] is 0x0
8 int* pi = malloc(sizeof(int)); local
18 syscall(pi[0]+__NR_write, pi[0], pc[0], pi[0]+1);
|
| /ndk/sources/cxx-stl/llvm-libc++/libcxx/test/numerics/complex.number/complex.value.ops/ |
| arg.pass.cpp | 31 const double pi = std::atan2(+0., -0.); local
46 is_about(r, -pi);
48 is_about(r, pi);
59 is_about(r, -pi/2);
61 is_about(r, pi/2);
68 is_about(r, -pi);
70 is_about(r, pi);
89 is_about(r, 0.75 * pi);
91 is_about(r, -0.75 * pi);
96 is_about(r, 0.25 * pi);
[all...] |
| /external/clang/test/CXX/temp/temp.spec/ |
| cxx1y-variable-template-no-body.cpp | 7 T pi = T(3.1415926535897932385); // expected-note {{template is declared here}} variable
9 template int pi<int>; variable
12 template float pi; // expected-error {{too few template arguments for template 'pi'}} variable
|
| /external/clang/test/Parser/ |
| cxx-typeof.cpp | 4 int *pi; local
6 typeof pi[x] y;
|
| /ndk/sources/cxx-stl/llvm-libc++/libcxx/test/numerics/complex.number/complex.transcendentals/ |
| acos.pass.cpp | 38 const double pi = std::atan2(+0., -0.); local
45 is_about(r.real(), pi/2);
51 is_about(r.real(), pi/2);
56 is_about(r.real(), pi/2);
67 is_about(r.real(), pi);
80 is_about(r.real(), 0.75 * pi);
86 is_about(r.real(), 0.25 * pi);
|
| acosh.pass.cpp | 38 const double pi = std::atan2(+0., -0.); local
47 is_about(r.imag(), -pi/2);
49 is_about(r.imag(), pi/2);
63 is_about(r.imag(), -pi/2);
65 is_about(r.imag(), pi/2);
77 is_about(r.imag(), -pi);
79 is_about(r.imag(), pi);
93 is_about(r.imag(), -0.75 * pi);
95 is_about(r.imag(), 0.75 * pi);
102 is_about(r.imag(), -0.25 * pi);
[all...] |
| asin.pass.cpp | 38 const double pi = std::atan2(+0., -0.); local
69 is_about(r.real(), pi/2);
71 is_about(r.real(), - pi/2);
78 is_about(r.real(), -pi/4);
80 is_about(r.real(), pi/4);
|
| asinh.pass.cpp | 38 const double pi = std::atan2(+0., -0.); local
53 is_about(r.imag(), -pi/2);
55 is_about(r.imag(), pi/2);
74 is_about(r.imag(), -pi/4);
76 is_about(r.imag(), pi/4);
|
| atanh.pass.cpp | 38 const double pi = std::atan2(+0., -0.); local
66 is_about(r.imag(), pi/2);
68 is_about(r.imag(), -pi/2);
80 is_about(r.imag(), -pi/2);
82 is_about(r.imag(), pi/2);
89 is_about(r.imag(), -pi/2);
91 is_about(r.imag(), pi/2);
109 is_about(r.imag(), -pi/2);
111 is_about(r.imag(), pi/2);
|
| cosh.pass.cpp | 38 const double pi = std::atan2(+0., -0.); local
|
| log.pass.cpp | 37 const double pi = std::atan2(+0., -0.); local
49 is_about(r.imag(), -pi);
51 is_about(r.imag(), pi);
66 is_about(r.imag(), pi/2);
68 is_about(r.imag(), -pi/2);
79 is_about(r.imag(), pi);
81 is_about(r.imag(), -pi);
97 is_about(r.imag(), pi/2);
103 is_about(r.imag(), -pi);
105 is_about(r.imag(), pi);
[all...] |
| log10.pass.cpp | 37 const double pi = std::atan2(+0., -0.); local
|
| sinh.pass.cpp | 38 const double pi = std::atan2(+0., -0.); local
|
| tanh.pass.cpp | 38 const double pi = std::atan2(+0., -0.); local
|
| cos.pass.cpp | 38 const double pi = std::atan2(+0., -0.); local
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| pow_complex_complex.pass.cpp | 39 const double pi = std::atan2(+0., -0.); local
|
| pow_complex_scalar.pass.cpp | 39 const double pi = std::atan2(+0., -0.); local
|
| pow_scalar_complex.pass.cpp | 39 const double pi = std::atan2(+0., -0.); local
|
| sin.pass.cpp | 38 const double pi = std::atan2(+0., -0.); local
|
| tan.pass.cpp | 39 const double pi = std::atan2(+0., -0.); local
|
| /external/mdnsresponder/mDNSPosix/ |
| parselog.py | 58 import math # for pi namespace
190 #c.addArc((point[0]-minTime)*scale,point[1]*typesize+6,5,0,2*math.pi,1)
191 c.addArc((point[0]-minTime)*scale,point[1]*typesize+6,typesize/4,0,2*math.pi,1)
|
