| /OK3568_Linux_fs/kernel/drivers/pinctrl/mvebu/ |
| H A D | pinctrl-kirkwood.c | 19 #define V(f6180, f6190, f6192, f6281, f6282, dx4122, dx1135) \ macro
25 VARIANT_MV88F6180 = V(1, 0, 0, 0, 0, 0, 0),
26 VARIANT_MV88F6190 = V(0, 1, 0, 0, 0, 0, 0),
27 VARIANT_MV88F6192 = V(0, 0, 1, 0, 0, 0, 0),
28 VARIANT_MV88F6281 = V(0, 0, 0, 1, 0, 0, 0),
29 VARIANT_MV88F6282 = V(0, 0, 0, 0, 1, 0, 0),
30 VARIANT_MV98DX4122 = V(0, 0, 0, 0, 0, 1, 0),
31 VARIANT_MV98DX1135 = V(0, 0, 0, 0, 0, 0, 1),
36 MPP_VAR_FUNCTION(0x0, "gpio", NULL, V(1, 1, 1, 1, 1, 1, 1)),
37 MPP_VAR_FUNCTION(0x1, "nand", "io2", V(1, 1, 1, 1, 1, 1, 1)),
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| /OK3568_Linux_fs/buildroot/dl/qt5location/git/src/3rdparty/mapbox-gl-native/deps/boost/1.65.1/include/boost/predef/ |
| H A D | make.h | 32 #define BOOST_PREDEF_MAKE_0X_VRP(V) BOOST_VERSION_NUMBER((V&0xF00)>>8,(V&0xF0)>>4,(V&0xF)) argument
34 #define BOOST_PREDEF_MAKE_0X_VVRP(V) BOOST_VERSION_NUMBER((V&0xFF00)>>8,(V&0xF0)>>4,(V&0xF)) argument
36 #define BOOST_PREDEF_MAKE_0X_VRPP(V) BOOST_VERSION_NUMBER((V&0xF000)>>12,(V&0xF00)>>8,(V&0xFF)) argument
38 #define BOOST_PREDEF_MAKE_0X_VVRR(V) BOOST_VERSION_NUMBER((V&0xFF00)>>8,(V&0xFF),0) argument
40 #define BOOST_PREDEF_MAKE_0X_VRRPPPP(V) BOOST_VERSION_NUMBER((V&0xF000000)>>24,(V&0xFF0000)>>16,(V&… argument
42 #define BOOST_PREDEF_MAKE_0X_VVRRP(V) BOOST_VERSION_NUMBER((V&0xFF000)>>12,(V&0xFF0)>>4,(V&0xF)) argument
44 #define BOOST_PREDEF_MAKE_0X_VRRPP000(V) BOOST_VERSION_NUMBER((V&0xF0000000)>>28,(V&0xFF00000)>>20,… argument
46 #define BOOST_PREDEF_MAKE_0X_VVRRPP(V) BOOST_VERSION_NUMBER((V&0xFF0000)>>16,(V&0xFF00)>>8,(V&0xFF)) argument
48 #define BOOST_PREDEF_MAKE_10_VPPP(V) BOOST_VERSION_NUMBER(((V)/1000)%10,0,(V)%1000) argument
50 #define BOOST_PREDEF_MAKE_10_VRP(V) BOOST_VERSION_NUMBER(((V)/100)%10,((V)/10)%10,(V)%10) argument
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| /OK3568_Linux_fs/buildroot/dl/qt5location/git/src/3rdparty/mapbox-gl-native/deps/boost/1.65.1/include/boost/math/tools/detail/ |
| H A D | polynomial_horner3_19.hpp | 14 template <class T, class V>
15 inline V evaluate_polynomial_c_imp(const T*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
17 return static_cast<V>(0); in evaluate_polynomial_c_imp()
20 template <class T, class V>
21 inline V evaluate_polynomial_c_imp(const T* a, const V&, const mpl::int_<1>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
23 return static_cast<V>(a[0]); in evaluate_polynomial_c_imp()
26 template <class T, class V>
27 inline V evaluate_polynomial_c_imp(const T* a, const V& x, const mpl::int_<2>*) BOOST_MATH_NOEXCEPT… in evaluate_polynomial_c_imp()
29 return static_cast<V>(a[1] * x + a[0]); in evaluate_polynomial_c_imp()
32 template <class T, class V>
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| H A D | polynomial_horner3_20.hpp | 14 template <class T, class V>
15 inline V evaluate_polynomial_c_imp(const T*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
17 return static_cast<V>(0); in evaluate_polynomial_c_imp()
20 template <class T, class V>
21 inline V evaluate_polynomial_c_imp(const T* a, const V&, const mpl::int_<1>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
23 return static_cast<V>(a[0]); in evaluate_polynomial_c_imp()
26 template <class T, class V>
27 inline V evaluate_polynomial_c_imp(const T* a, const V& x, const mpl::int_<2>*) BOOST_MATH_NOEXCEPT… in evaluate_polynomial_c_imp()
29 return static_cast<V>(a[1] * x + a[0]); in evaluate_polynomial_c_imp()
32 template <class T, class V>
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| H A D | polynomial_horner3_18.hpp | 14 template <class T, class V>
15 inline V evaluate_polynomial_c_imp(const T*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
17 return static_cast<V>(0); in evaluate_polynomial_c_imp()
20 template <class T, class V>
21 inline V evaluate_polynomial_c_imp(const T* a, const V&, const mpl::int_<1>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
23 return static_cast<V>(a[0]); in evaluate_polynomial_c_imp()
26 template <class T, class V>
27 inline V evaluate_polynomial_c_imp(const T* a, const V& x, const mpl::int_<2>*) BOOST_MATH_NOEXCEPT… in evaluate_polynomial_c_imp()
29 return static_cast<V>(a[1] * x + a[0]); in evaluate_polynomial_c_imp()
32 template <class T, class V>
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| H A D | rational_horner3_20.hpp | 14 template <class T, class U, class V>
15 inline V evaluate_rational_c_imp(const T*, const U*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEX… in evaluate_rational_c_imp() argument
17 return static_cast<V>(0); in evaluate_rational_c_imp()
20 template <class T, class U, class V>
21 inline V evaluate_rational_c_imp(const T* a, const U* b, const V&, const mpl::int_<1>*) BOOST_MATH_… in evaluate_rational_c_imp() argument
23 return static_cast<V>(a[0]) / static_cast<V>(b[0]); in evaluate_rational_c_imp()
26 template <class T, class U, class V>
27 inline V evaluate_rational_c_imp(const T* a, const U* b, const V& x, const mpl::int_<2>*) BOOST_MAT… in evaluate_rational_c_imp()
29 return static_cast<V>((a[1] * x + a[0]) / (b[1] * x + b[0])); in evaluate_rational_c_imp()
32 template <class T, class U, class V>
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| H A D | polynomial_horner3_16.hpp | 14 template <class T, class V>
15 inline V evaluate_polynomial_c_imp(const T*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
17 return static_cast<V>(0); in evaluate_polynomial_c_imp()
20 template <class T, class V>
21 inline V evaluate_polynomial_c_imp(const T* a, const V&, const mpl::int_<1>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
23 return static_cast<V>(a[0]); in evaluate_polynomial_c_imp()
26 template <class T, class V>
27 inline V evaluate_polynomial_c_imp(const T* a, const V& x, const mpl::int_<2>*) BOOST_MATH_NOEXCEPT… in evaluate_polynomial_c_imp()
29 return static_cast<V>(a[1] * x + a[0]); in evaluate_polynomial_c_imp()
32 template <class T, class V>
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| H A D | polynomial_horner3_17.hpp | 14 template <class T, class V>
15 inline V evaluate_polynomial_c_imp(const T*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
17 return static_cast<V>(0); in evaluate_polynomial_c_imp()
20 template <class T, class V>
21 inline V evaluate_polynomial_c_imp(const T* a, const V&, const mpl::int_<1>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
23 return static_cast<V>(a[0]); in evaluate_polynomial_c_imp()
26 template <class T, class V>
27 inline V evaluate_polynomial_c_imp(const T* a, const V& x, const mpl::int_<2>*) BOOST_MATH_NOEXCEPT… in evaluate_polynomial_c_imp()
29 return static_cast<V>(a[1] * x + a[0]); in evaluate_polynomial_c_imp()
32 template <class T, class V>
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| H A D | rational_horner3_18.hpp | 14 template <class T, class U, class V>
15 inline V evaluate_rational_c_imp(const T*, const U*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEX… in evaluate_rational_c_imp() argument
17 return static_cast<V>(0); in evaluate_rational_c_imp()
20 template <class T, class U, class V>
21 inline V evaluate_rational_c_imp(const T* a, const U* b, const V&, const mpl::int_<1>*) BOOST_MATH_… in evaluate_rational_c_imp() argument
23 return static_cast<V>(a[0]) / static_cast<V>(b[0]); in evaluate_rational_c_imp()
26 template <class T, class U, class V>
27 inline V evaluate_rational_c_imp(const T* a, const U* b, const V& x, const mpl::int_<2>*) BOOST_MAT… in evaluate_rational_c_imp()
29 return static_cast<V>((a[1] * x + a[0]) / (b[1] * x + b[0])); in evaluate_rational_c_imp()
32 template <class T, class U, class V>
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| H A D | polynomial_horner3_15.hpp | 14 template <class T, class V>
15 inline V evaluate_polynomial_c_imp(const T*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
17 return static_cast<V>(0); in evaluate_polynomial_c_imp()
20 template <class T, class V>
21 inline V evaluate_polynomial_c_imp(const T* a, const V&, const mpl::int_<1>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
23 return static_cast<V>(a[0]); in evaluate_polynomial_c_imp()
26 template <class T, class V>
27 inline V evaluate_polynomial_c_imp(const T* a, const V& x, const mpl::int_<2>*) BOOST_MATH_NOEXCEPT… in evaluate_polynomial_c_imp()
29 return static_cast<V>(a[1] * x + a[0]); in evaluate_polynomial_c_imp()
32 template <class T, class V>
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| H A D | rational_horner3_19.hpp | 14 template <class T, class U, class V>
15 inline V evaluate_rational_c_imp(const T*, const U*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEX… in evaluate_rational_c_imp() argument
17 return static_cast<V>(0); in evaluate_rational_c_imp()
20 template <class T, class U, class V>
21 inline V evaluate_rational_c_imp(const T* a, const U* b, const V&, const mpl::int_<1>*) BOOST_MATH_… in evaluate_rational_c_imp() argument
23 return static_cast<V>(a[0]) / static_cast<V>(b[0]); in evaluate_rational_c_imp()
26 template <class T, class U, class V>
27 inline V evaluate_rational_c_imp(const T* a, const U* b, const V& x, const mpl::int_<2>*) BOOST_MAT… in evaluate_rational_c_imp()
29 return static_cast<V>((a[1] * x + a[0]) / (b[1] * x + b[0])); in evaluate_rational_c_imp()
32 template <class T, class U, class V>
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| H A D | rational_horner3_15.hpp | 14 template <class T, class U, class V>
15 inline V evaluate_rational_c_imp(const T*, const U*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEX… in evaluate_rational_c_imp() argument
17 return static_cast<V>(0); in evaluate_rational_c_imp()
20 template <class T, class U, class V>
21 inline V evaluate_rational_c_imp(const T* a, const U* b, const V&, const mpl::int_<1>*) BOOST_MATH_… in evaluate_rational_c_imp() argument
23 return static_cast<V>(a[0]) / static_cast<V>(b[0]); in evaluate_rational_c_imp()
26 template <class T, class U, class V>
27 inline V evaluate_rational_c_imp(const T* a, const U* b, const V& x, const mpl::int_<2>*) BOOST_MAT… in evaluate_rational_c_imp()
29 return static_cast<V>((a[1] * x + a[0]) / (b[1] * x + b[0])); in evaluate_rational_c_imp()
32 template <class T, class U, class V>
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| H A D | rational_horner3_17.hpp | 14 template <class T, class U, class V>
15 inline V evaluate_rational_c_imp(const T*, const U*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEX… in evaluate_rational_c_imp() argument
17 return static_cast<V>(0); in evaluate_rational_c_imp()
20 template <class T, class U, class V>
21 inline V evaluate_rational_c_imp(const T* a, const U* b, const V&, const mpl::int_<1>*) BOOST_MATH_… in evaluate_rational_c_imp() argument
23 return static_cast<V>(a[0]) / static_cast<V>(b[0]); in evaluate_rational_c_imp()
26 template <class T, class U, class V>
27 inline V evaluate_rational_c_imp(const T* a, const U* b, const V& x, const mpl::int_<2>*) BOOST_MAT… in evaluate_rational_c_imp()
29 return static_cast<V>((a[1] * x + a[0]) / (b[1] * x + b[0])); in evaluate_rational_c_imp()
32 template <class T, class U, class V>
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| H A D | polynomial_horner3_13.hpp | 14 template <class T, class V>
15 inline V evaluate_polynomial_c_imp(const T*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
17 return static_cast<V>(0); in evaluate_polynomial_c_imp()
20 template <class T, class V>
21 inline V evaluate_polynomial_c_imp(const T* a, const V&, const mpl::int_<1>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
23 return static_cast<V>(a[0]); in evaluate_polynomial_c_imp()
26 template <class T, class V>
27 inline V evaluate_polynomial_c_imp(const T* a, const V& x, const mpl::int_<2>*) BOOST_MATH_NOEXCEPT… in evaluate_polynomial_c_imp()
29 return static_cast<V>(a[1] * x + a[0]); in evaluate_polynomial_c_imp()
32 template <class T, class V>
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| H A D | polynomial_horner3_14.hpp | 14 template <class T, class V>
15 inline V evaluate_polynomial_c_imp(const T*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
17 return static_cast<V>(0); in evaluate_polynomial_c_imp()
20 template <class T, class V>
21 inline V evaluate_polynomial_c_imp(const T* a, const V&, const mpl::int_<1>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
23 return static_cast<V>(a[0]); in evaluate_polynomial_c_imp()
26 template <class T, class V>
27 inline V evaluate_polynomial_c_imp(const T* a, const V& x, const mpl::int_<2>*) BOOST_MATH_NOEXCEPT… in evaluate_polynomial_c_imp()
29 return static_cast<V>(a[1] * x + a[0]); in evaluate_polynomial_c_imp()
32 template <class T, class V>
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| H A D | rational_horner3_16.hpp | 14 template <class T, class U, class V>
15 inline V evaluate_rational_c_imp(const T*, const U*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEX… in evaluate_rational_c_imp() argument
17 return static_cast<V>(0); in evaluate_rational_c_imp()
20 template <class T, class U, class V>
21 inline V evaluate_rational_c_imp(const T* a, const U* b, const V&, const mpl::int_<1>*) BOOST_MATH_… in evaluate_rational_c_imp() argument
23 return static_cast<V>(a[0]) / static_cast<V>(b[0]); in evaluate_rational_c_imp()
26 template <class T, class U, class V>
27 inline V evaluate_rational_c_imp(const T* a, const U* b, const V& x, const mpl::int_<2>*) BOOST_MAT… in evaluate_rational_c_imp()
29 return static_cast<V>((a[1] * x + a[0]) / (b[1] * x + b[0])); in evaluate_rational_c_imp()
32 template <class T, class U, class V>
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| H A D | rational_horner3_14.hpp | 14 template <class T, class U, class V>
15 inline V evaluate_rational_c_imp(const T*, const U*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEX… in evaluate_rational_c_imp() argument
17 return static_cast<V>(0); in evaluate_rational_c_imp()
20 template <class T, class U, class V>
21 inline V evaluate_rational_c_imp(const T* a, const U* b, const V&, const mpl::int_<1>*) BOOST_MATH_… in evaluate_rational_c_imp() argument
23 return static_cast<V>(a[0]) / static_cast<V>(b[0]); in evaluate_rational_c_imp()
26 template <class T, class U, class V>
27 inline V evaluate_rational_c_imp(const T* a, const U* b, const V& x, const mpl::int_<2>*) BOOST_MAT… in evaluate_rational_c_imp()
29 return static_cast<V>((a[1] * x + a[0]) / (b[1] * x + b[0])); in evaluate_rational_c_imp()
32 template <class T, class U, class V>
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| H A D | polynomial_horner3_12.hpp | 14 template <class T, class V>
15 inline V evaluate_polynomial_c_imp(const T*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
17 return static_cast<V>(0); in evaluate_polynomial_c_imp()
20 template <class T, class V>
21 inline V evaluate_polynomial_c_imp(const T* a, const V&, const mpl::int_<1>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
23 return static_cast<V>(a[0]); in evaluate_polynomial_c_imp()
26 template <class T, class V>
27 inline V evaluate_polynomial_c_imp(const T* a, const V& x, const mpl::int_<2>*) BOOST_MATH_NOEXCEPT… in evaluate_polynomial_c_imp()
29 return static_cast<V>(a[1] * x + a[0]); in evaluate_polynomial_c_imp()
32 template <class T, class V>
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| H A D | rational_horner3_13.hpp | 14 template <class T, class U, class V>
15 inline V evaluate_rational_c_imp(const T*, const U*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEX… in evaluate_rational_c_imp() argument
17 return static_cast<V>(0); in evaluate_rational_c_imp()
20 template <class T, class U, class V>
21 inline V evaluate_rational_c_imp(const T* a, const U* b, const V&, const mpl::int_<1>*) BOOST_MATH_… in evaluate_rational_c_imp() argument
23 return static_cast<V>(a[0]) / static_cast<V>(b[0]); in evaluate_rational_c_imp()
26 template <class T, class U, class V>
27 inline V evaluate_rational_c_imp(const T* a, const U* b, const V& x, const mpl::int_<2>*) BOOST_MAT… in evaluate_rational_c_imp()
29 return static_cast<V>((a[1] * x + a[0]) / (b[1] * x + b[0])); in evaluate_rational_c_imp()
32 template <class T, class U, class V>
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| H A D | rational_horner3_12.hpp | 14 template <class T, class U, class V>
15 inline V evaluate_rational_c_imp(const T*, const U*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEX… in evaluate_rational_c_imp() argument
17 return static_cast<V>(0); in evaluate_rational_c_imp()
20 template <class T, class U, class V>
21 inline V evaluate_rational_c_imp(const T* a, const U* b, const V&, const mpl::int_<1>*) BOOST_MATH_… in evaluate_rational_c_imp() argument
23 return static_cast<V>(a[0]) / static_cast<V>(b[0]); in evaluate_rational_c_imp()
26 template <class T, class U, class V>
27 inline V evaluate_rational_c_imp(const T* a, const U* b, const V& x, const mpl::int_<2>*) BOOST_MAT… in evaluate_rational_c_imp()
29 return static_cast<V>((a[1] * x + a[0]) / (b[1] * x + b[0])); in evaluate_rational_c_imp()
32 template <class T, class U, class V>
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| H A D | polynomial_horner3_11.hpp | 14 template <class T, class V>
15 inline V evaluate_polynomial_c_imp(const T*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
17 return static_cast<V>(0); in evaluate_polynomial_c_imp()
20 template <class T, class V>
21 inline V evaluate_polynomial_c_imp(const T* a, const V&, const mpl::int_<1>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
23 return static_cast<V>(a[0]); in evaluate_polynomial_c_imp()
26 template <class T, class V>
27 inline V evaluate_polynomial_c_imp(const T* a, const V& x, const mpl::int_<2>*) BOOST_MATH_NOEXCEPT… in evaluate_polynomial_c_imp()
29 return static_cast<V>(a[1] * x + a[0]); in evaluate_polynomial_c_imp()
32 template <class T, class V>
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| H A D | polynomial_horner3_10.hpp | 14 template <class T, class V>
15 inline V evaluate_polynomial_c_imp(const T*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
17 return static_cast<V>(0); in evaluate_polynomial_c_imp()
20 template <class T, class V>
21 inline V evaluate_polynomial_c_imp(const T* a, const V&, const mpl::int_<1>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
23 return static_cast<V>(a[0]); in evaluate_polynomial_c_imp()
26 template <class T, class V>
27 inline V evaluate_polynomial_c_imp(const T* a, const V& x, const mpl::int_<2>*) BOOST_MATH_NOEXCEPT… in evaluate_polynomial_c_imp()
29 return static_cast<V>(a[1] * x + a[0]); in evaluate_polynomial_c_imp()
32 template <class T, class V>
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| H A D | rational_horner3_11.hpp | 14 template <class T, class U, class V>
15 inline V evaluate_rational_c_imp(const T*, const U*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEX… in evaluate_rational_c_imp() argument
17 return static_cast<V>(0); in evaluate_rational_c_imp()
20 template <class T, class U, class V>
21 inline V evaluate_rational_c_imp(const T* a, const U* b, const V&, const mpl::int_<1>*) BOOST_MATH_… in evaluate_rational_c_imp() argument
23 return static_cast<V>(a[0]) / static_cast<V>(b[0]); in evaluate_rational_c_imp()
26 template <class T, class U, class V>
27 inline V evaluate_rational_c_imp(const T* a, const U* b, const V& x, const mpl::int_<2>*) BOOST_MAT… in evaluate_rational_c_imp()
29 return static_cast<V>((a[1] * x + a[0]) / (b[1] * x + b[0])); in evaluate_rational_c_imp()
32 template <class T, class U, class V>
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| H A D | rational_horner3_10.hpp | 14 template <class T, class U, class V>
15 inline V evaluate_rational_c_imp(const T*, const U*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEX… in evaluate_rational_c_imp() argument
17 return static_cast<V>(0); in evaluate_rational_c_imp()
20 template <class T, class U, class V>
21 inline V evaluate_rational_c_imp(const T* a, const U* b, const V&, const mpl::int_<1>*) BOOST_MATH_… in evaluate_rational_c_imp() argument
23 return static_cast<V>(a[0]) / static_cast<V>(b[0]); in evaluate_rational_c_imp()
26 template <class T, class U, class V>
27 inline V evaluate_rational_c_imp(const T* a, const U* b, const V& x, const mpl::int_<2>*) BOOST_MAT… in evaluate_rational_c_imp()
29 return static_cast<V>((a[1] * x + a[0]) / (b[1] * x + b[0])); in evaluate_rational_c_imp()
32 template <class T, class U, class V>
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| H A D | polynomial_horner3_9.hpp | 14 template <class T, class V>
15 inline V evaluate_polynomial_c_imp(const T*, const V&, const mpl::int_<0>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
17 return static_cast<V>(0); in evaluate_polynomial_c_imp()
20 template <class T, class V>
21 inline V evaluate_polynomial_c_imp(const T* a, const V&, const mpl::int_<1>*) BOOST_MATH_NOEXCEPT(V) in evaluate_polynomial_c_imp() argument
23 return static_cast<V>(a[0]); in evaluate_polynomial_c_imp()
26 template <class T, class V>
27 inline V evaluate_polynomial_c_imp(const T* a, const V& x, const mpl::int_<2>*) BOOST_MATH_NOEXCEPT… in evaluate_polynomial_c_imp()
29 return static_cast<V>(a[1] * x + a[0]); in evaluate_polynomial_c_imp()
32 template <class T, class V>
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