Searched refs:sinh (Results 1 - 25 of 25) sorted by relevance

/external/eigen/unsupported/doc/examples/
H A DMatrixSinh.cpp11 MatrixXf sinhA = A.sinh();
12 std::cout << "sinh(A) = \n" << sinhA << "\n\n";
17 // The matrix functions satisfy cosh^2(A) - sinh^2(A) = I,
19 std::cout << "cosh^2(A) - sinh^2(A) = \n" << coshA*coshA - sinhA*sinhA << "\n\n";
/external/eigen/unsupported/Eigen/src/MatrixFunctions/
H A DStemFunction.h80 res = std::sinh(x);
87 static Scalar sinh(Scalar x, int n) function in class:Eigen::StdStemFunctions
92 res = std::sinh(x);
H A DMatrixFunction.h573 const MatrixFunctionReturnValue<Derived> MatrixBase<Derived>::sinh() const function in class:Eigen::MatrixBase
577 return MatrixFunctionReturnValue<Derived>(derived(), StdStemFunctions<ComplexScalar>::sinh);
/external/stlport/src/
H A Dcomplex_trig.cpp70 ::cos(z._M_re) * ::sinh(z._M_im));
89 -::sin(z._M_re) * ::sinh(z._M_im));
114 return complex<_Tp>(::sin(re2) / den, ::sinh(im2) / den);
130 // sinh
133 return complex<_Tp>(::sinh(z._M_re) * ::cos(z._M_im),
137 _STLP_DECLSPEC complex<float> _STLP_CALL sinh(const complex<float>& z) function
140 _STLP_DECLSPEC complex<double> _STLP_CALL sinh(const complex<double>& z) function
144 _STLP_DECLSPEC complex<long double> _STLP_CALL sinh(const complex<long double>& z) function
153 ::sinh(z._M_re) * ::sin(z._M_im));
177 return complex<_Tp>(::sinh(re
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/external/stlport/stlport/stl/config/
H A D_como.h95 # define sinhl sinh
113 # define sinhf sinh
114 # define sinhl sinh
167 # define sinhl sinh
/external/stlport/test/unit/
H A Dvalarray_test.cpp48 tmp = sinh(darray);
74 tmp = sinh(farray);
101 tmp = sinh(ldarray);
H A Dcmath_test.cpp106 CPPUNIT_CHECK( are_equals(std::sinh(0.0), 0.0) );
131 CPPUNIT_CHECK( are_equals(std::sinh(0.0f), 0.0f) );
158 CPPUNIT_CHECK( are_equals(std::sinh(0.0l), 0.0l) );
/external/stlport/stlport/stl/
H A D_cmath.h345 # pragma function (abs, acos, asin, atan, atan2, cos, cosh, exp, fabs, fmod, log, log10, sin, sinh, sqrt, tan, tanh)
378 _STLP_DMATH_INLINE(sinh)
449 _STLP_DEF_MATH_INLINE(sinh, sinh)
515 # pragma intrinsic (abs, acos, asin, atan, atan2, cos, cosh, exp, fabs, fmod, log, log10, sin, sinh, sqrt, tan, tanh)
590 using ::sinh;
H A D_complex.h881 _STLP_DECLSPEC complex<float> _STLP_CALL sinh(const complex<float>&);
900 _STLP_DECLSPEC complex<double> _STLP_CALL sinh(const complex<double>&);
920 _STLP_DECLSPEC complex<long double> _STLP_CALL sinh(const complex<long double>&);
H A D_valarray.h1038 inline valarray<_Tp> sinh(const valarray<_Tp>& __x) {
1042 __tmp[__i] = ::sinh(__x[__i]);
/external/skia/legacy/src/core/
H A DSkCordic.cpp193 int32_t sinh = 0; local
194 SkHyperbolic(&cosh, &sinh, &a, 0);
195 return cosh + sinh;
H A DSkPath.cpp917 SkScalar sinh = SkPoint::CrossProduct(before, after); local
919 if (SkScalarNearlyZero(sinh)) { // angle is too tight
924 SkScalar dist = SkScalarMulDiv(radius, SK_Scalar1 - cosh, sinh);
934 if (sinh > 0) {
/external/skia/src/core/
H A DSkCordic.cpp191 int32_t sinh = 0; local
192 SkHyperbolic(&cosh, &sinh, &a, 0);
193 return cosh + sinh;
H A DSkPath.cpp1338 SkScalar sinh = SkPoint::CrossProduct(before, after); local
1340 if (SkScalarNearlyZero(sinh)) { // angle is too tight
1345 SkScalar dist = SkScalarMulDiv(radius, SK_Scalar1 - cosh, sinh);
1355 if (sinh > 0) {
/external/apache-harmony/luni/src/test/api/common/org/apache/harmony/luni/tests/java/lang/
H A DStrictMathTest.java1295 * @tests java.lang.StrictMath#sinh(double)
1299 assertTrue(Double.isNaN(StrictMath.sinh(Double.NaN)));
1302 .sinh(Double.POSITIVE_INFINITY), 0D);
1305 .sinh(Double.NEGATIVE_INFINITY), 0D);
1307 .doubleToLongBits(StrictMath.sinh(0.0)));
1309 .doubleToLongBits(StrictMath.sinh(+0.0)));
1311 .doubleToLongBits(StrictMath.sinh(-0.0)));
1314 Double.POSITIVE_INFINITY, StrictMath.sinh(1234.56), 0D);
1316 Double.NEGATIVE_INFINITY, StrictMath.sinh(-1234.56), 0D);
1318 1.0000000000001666E-6, StrictMath.sinh(0.00000
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H A DMathTest.java1703 * @tests java.lang.Math#sinh(double)
1707 assertTrue("Should return NaN", Double.isNaN(Math.sinh(Double.NaN)));
1709 Double.POSITIVE_INFINITY, Math.sinh(Double.POSITIVE_INFINITY), 0D);
1711 Double.NEGATIVE_INFINITY, Math.sinh(Double.NEGATIVE_INFINITY), 0D);
1713 .sinh(0.0)));
1715 .doubleToLongBits(Math.sinh(+0.0)));
1717 .doubleToLongBits(Math.sinh(-0.0)));
1720 Double.POSITIVE_INFINITY, Math.sinh(1234.56), 0D);
1722 Double.NEGATIVE_INFINITY, Math.sinh(-1234.56), 0D);
1724 1.0000000000001666E-6, Math.sinh(0.00000
[all...]
/external/eigen/unsupported/test/
H A Dmatrix_exponential.cpp66 sh = std::sinh(angle);
H A Dmatrix_function.cpp133 VERIFY_IS_APPROX_ABS(A.sinh(), (A.exp() - (-A).exp()) / 2);
/external/llvm/include/llvm/Target/
H A DTargetLibraryInfo.h474 /// double sinh(double x);
475 sinh, enumerator in enum:llvm::LibFunc::Func
/external/clang/lib/Headers/
H A Dtgmath.h353 // sinh
361 __tg_sinh(double __x) {return sinh(__x);}
379 #undef sinh macro
380 #define sinh(__x) __tg_sinh(__tg_promote1((__x))(__x)) macro
/external/clang/lib/include/
H A Dtgmath.h353 // sinh
361 __tg_sinh(double __x) {return sinh(__x);}
379 #undef sinh macro
380 #define sinh(__x) __tg_sinh(__tg_promote1((__x))(__x)) macro
/external/eigen/Eigen/src/Core/
H A DMatrixBase.h452 const MatrixFunctionReturnValue<Derived> sinh() const;
/external/llvm/lib/Analysis/
H A DConstantFolding.cpp1179 return Name == "sin" || Name == "sinh" || Name == "sqrt" ||
1383 else if (Name == "sinh" && TLI->has(LibFunc::sinh))
1384 return ConstantFoldFP(sinh, V, Ty);
/external/eigen/unsupported/test/mpreal/
H A Dmpreal.h356 friend const mpreal sinh (const mpreal& v, mp_rnd_t rnd_mode = mpreal::default_rnd);
1888 inline const mpreal sinh (const mpreal& v, mp_rnd_t rnd_mode) function in namespace:mpfr
/external/llvm/lib/Transforms/Utils/
H A DSimplifyLibCalls.cpp1886 case LibFunc::sinh:

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