|
Defines |
| #define | LAL_USE_COMPLEX_MACROS |
| #define | LAL_REAL(z) ((z).re) |
| #define | LAL_IMAG(z) ((z).im) |
| #define | LAL_COMPLEX_EQ(z1, z2) (((z1).re == (z2).re) && ((z1).im == (z2).im)) |
| #define | LAL_SET_COMPLEX(zp, x, y) do {(zp)->re=(x); (zp)->im=(y);} while(0) |
| #define | LAL_SET_REAL(zp, x) do {(zp)->re=(x);} while(0) |
| #define | LAL_SET_IMAG(zp, y) do {(zp)->im=(y);} while(0) |
| #define | LAL_COMPLEX16_ONE (XLALCOMPLEX16Rect(1.0,0.0)) |
| #define | LAL_COMPLEX16_ZERO (XLALCOMPLEX16Rect(0.0,0.0)) |
| #define | LAL_COMPLEX16_NEGONE (XLALCOMPLEX16Rect(-1.0,0.0)) |
| #define | LAL_COMPLEX16_I (XLALCOMPLEX16Rect(0.0,1.0)) |
| #define | LAL_CARG(z) (XLALCOMPLEX16Arg(z)) |
| #define | LAL_CABS(z) (XLALCOMPLEX16Abs(z)) |
| #define | LAL_CABS2(z) (XLALCOMPLEX16Abs2(z)) |
| #define | LAL_CLOGABS(z) (XLALCOMPLEX16LogAbs(z)) |
| #define | LAL_CADD(a, b) (XLALCOMPLEX16Add((a),(b))) |
| #define | LAL_CSUB(a, b) (XLALCOMPLEX16Sub((a),(b))) |
| #define | LAL_CMUL(a, b) (XLALCOMPLEX16Mul((a),(b))) |
| #define | LAL_CDIV(a, b) (XLALCOMPLEX16Div((a),(b))) |
| #define | LAL_CADD_REAL(a, x) (XLALCOMPLEX16AddReal((a),(x))) |
| #define | LAL_CSUB_REAL(a, x) (XLALCOMPLEX16SubReal((a),(x))) |
| #define | LAL_CMUL_REAL(a, x) (XLALCOMPLEX16MulReal((a),(x))) |
| #define | LAL_CDIV_REAL(a, x) (XLALCOMPLEX16DivReal((a),(x))) |
| #define | LAL_CADD_IMAG(a, y) (XLALCOMPLEX16AddImag((a),(y))) |
| #define | LAL_CSUB_IMAG(a, y) (XLALCOMPLEX16SubImag((a),(y))) |
| #define | LAL_CMUL_IMAG(a, y) (XLALCOMPLEX16MulImag((a),(y))) |
| #define | LAL_CDIV_IMAG(a, y) (XLALCOMPLEX16DivImag((a),(y))) |
| #define | LAL_CONJ(z) (XLALCOMPLEX16Conjugate(z)) |
| #define | LAL_CINV(a) (XLALCOMPLEX16Inverse(a)) |
| #define | LAL_CNEG(a) (XLALCOMPLEX16Negative(a)) |
| #define | LAL_CSQRT(z) (XLALCOMPLEX16Sqrt(z)) |
| #define | LAL_CSQRT_REAL(x) (XLALCOMPLEX16SqrtReal(x)) |
| #define | LAL_CPOW(a, b) (XLALCOMPLEX16Pow((a),(b))) |
| #define | LAL_CPOW_REAL(a, x) (XLALCOMPLEX16PowReal((a),(x))) |
| #define | LAL_CEXP(a) (XLALCOMPLEX16Exp(a)) |
| #define | LAL_CLOG(a) (XLALCOMPLEX16Log(a)) |
| #define | LAL_CLOG10(a) (XLALCOMPLEX16Log10(a)) |
| #define | LAL_CLOGB(a, b) (XLALCOMPLEX16LogB((a),(b))) |
| #define | LAL_CSIN(a) (XLALCOMPLEX16Sin(a)) |
| #define | LAL_CCOS(a) (XLALCOMPLEX16Cos(a)) |
| #define | LAL_CSEC(a) (XLALCOMPLEX16Sec(a)) |
| #define | LAL_CCSC(a) (XLALCOMPLEX16Csc(a)) |
| #define | LAL_CTAN(a) (XLALCOMPLEX16Tan(a)) |
| #define | LAL_CCOT(a) (XLALCOMPLEX16Cot(a)) |
| #define | LAL_CASIN(a) (XLALCOMPLEX16Arcsin(a)) |
| #define | LAL_CASIN_REAL(x) (XLALCOMPLEX16ArcsinReal(x)) |
| #define | LAL_CACOS(a) (XLALCOMPLEX16Arccos(a)) |
| #define | LAL_CACOS_REAL(x) (XLALCOMPLEX16ArccosReal(x)) |
| #define | LAL_CASEC(a) (XLALCOMPLEX16Arcsec(a)) |
| #define | LAL_CASEC_REAL(x) (XLALCOMPLEX16ArcsecReal(x)) |
| #define | LAL_CACSC(a) (XLALCOMPLEX16Arccsc(a)) |
| #define | LAL_CACSC_REAL(x) (XLALCOMPLEX16ArccscReal(x)) |
| #define | LAL_CATAN(a) (XLALCOMPLEX16Arctan(a)) |
| #define | LAL_CACOT(a) (XLALCOMPLEX16Arccot(a)) |
| #define | LAL_CSINH(a) (XLALCOMPLEX16Sinh(a)) |
| #define | LAL_CCOSH(a) (XLALCOMPLEX16Cosh(a)) |
| #define | LAL_CSECH(a) (XLALCOMPLEX16Sech(a)) |
| #define | LAL_CCSCH(a) (XLALCOMPLEX16Csch(a)) |
| #define | LAL_CTANH(a) (XLALCOMPLEX16Tanh(a)) |
| #define | LAL_CCOTH(a) (XLALCOMPLEX16Coth(a)) |
| #define | LAL_CASINH(a) (XLALCOMPLEX16Arcsinh(a)) |
| #define | LAL_CACOSH(a) (XLALCOMPLEX16Arccosh(a)) |
| #define | LAL_CACOSH_REAL(x) (XLALCOMPLEX16ArccoshReal(x)) |
| #define | LAL_CASECH(a) (XLALCOMPLEX16Arcsech(a)) |
| #define | LAL_CACSCH(a) (XLALCOMPLEX16Arccsch(a)) |
| #define | LAL_CATANH(a) (XLALCOMPLEX16Arctanh(a)) |
| #define | LAL_CATANH_REAL(x) (XLALCOMPLEX16ArctanhReal(x)) |
| #define | LAL_CACOTH(a) (XLALCOMPLEX16Arccoth(a)) |
| #define | LAL_COMPLEX8_ONE (XLALCOMPLEX8Rect(1.0,0.0)) |
| #define | LAL_COMPLEX8_ZERO (XLALCOMPLEX8Rect(0.0,0.0)) |
| #define | LAL_COMPLEX8_NEGONE (XLALCOMPLEX8Rect(-1.0,0.0)) |
| #define | LAL_COMPLEX8_I (XLALCOMPLEX8Rect(0.0,1.0)) |
| #define | LAL_CARGF(z) (XLALCOMPLEX8Arg(z)) |
| #define | LAL_CABSF(z) (XLALCOMPLEX8Abs(z)) |
| #define | LAL_CABS2F(z) (XLALCOMPLEX8Abs2(z)) |
| #define | LAL_CLOGABSF(z) (XLALCOMPLEX8LogAbs(z)) |
| #define | LAL_CADDF(a, b) (XLALCOMPLEX8Add((a),(b))) |
| #define | LAL_CSUBF(a, b) (XLALCOMPLEX8Sub((a),(b))) |
| #define | LAL_CMULF(a, b) (XLALCOMPLEX8Mul((a),(b))) |
| #define | LAL_CDIVF(a, b) (XLALCOMPLEX8Div((a),(b))) |
| #define | LAL_CADD_REALF(a, x) (XLALCOMPLEX8AddReal((a),(x))) |
| #define | LAL_CSUB_REALF(a, x) (XLALCOMPLEX8SubReal((a),(x))) |
| #define | LAL_CMUL_REALF(a, x) (XLALCOMPLEX8MulReal((a),(x))) |
| #define | LAL_CDIV_REALF(a, x) (XLALCOMPLEX8DivReal((a),(x))) |
| #define | LAL_CADD_IMAGF(a, y) (XLALCOMPLEX8AddImag((a),(y))) |
| #define | LAL_CSUB_IMAGF(a, y) (XLALCOMPLEX8SubImag((a),(y))) |
| #define | LAL_CMUL_IMAGF(a, y) (XLALCOMPLEX8MulImag((a),(y))) |
| #define | LAL_CDIV_IMAGF(a, y) (XLALCOMPLEX8DivImag((a),(y))) |
| #define | LAL_CONJF(z) (XLALCOMPLEX8Conjugate(z)) |
| #define | LAL_CINVF(a) (XLALCOMPLEX8Inverse(a)) |
| #define | LAL_CNEGF(a) (XLALCOMPLEX8Negative(a)) |
| #define | LAL_CSQRTF(z) (XLALCOMPLEX8Sqrt(z)) |
| #define | LAL_CSQRT_REALF(x) (XLALCOMPLEX8SqrtReal(x)) |
| #define | LAL_CPOWF(a, b) (XLALCOMPLEX8Pow((a),(b))) |
| #define | LAL_CPOW_REALF(a, x) (XLALCOMPLEX8PowReal((a),(x))) |
| #define | LAL_CEXPF(a) (XLALCOMPLEX8Exp(a)) |
| #define | LAL_CLOGF(a) (XLALCOMPLEX8Log(a)) |
| #define | LAL_CLOG10F(a) (XLALCOMPLEX8Log10(a)) |
| #define | LAL_CLOGBF(a, b) (XLALCOMPLEX8LogB((a),(b))) |
| #define | LAL_CSINF(a) (XLALCOMPLEX8Sin(a)) |
| #define | LAL_CCOSF(a) (XLALCOMPLEX8Cos(a)) |
| #define | LAL_CSECF(a) (XLALCOMPLEX8Sec(a)) |
| #define | LAL_CCSCF(a) (XLALCOMPLEX8Csc(a)) |
| #define | LAL_CTANF(a) (XLALCOMPLEX8Tan(a)) |
| #define | LAL_CCOTF(a) (XLALCOMPLEX8Cot(a)) |
| #define | LAL_CASINF(a) (XLALCOMPLEX8Arcsin(a)) |
| #define | LAL_CASIN_REALF(x) (XLALCOMPLEX8ArcsinReal(x)) |
| #define | LAL_CACOSF(a) (XLALCOMPLEX8Arccos(a)) |
| #define | LAL_CACOS_REALF(x) (XLALCOMPLEX8ArccosReal(x)) |
| #define | LAL_CASECF(a) (XLALCOMPLEX8Arcsec(a)) |
| #define | LAL_CASEC_REALF(x) (XLALCOMPLEX8ArcsecReal(x)) |
| #define | LAL_CACSCF(a) (XLALCOMPLEX8Arccsc(a)) |
| #define | LAL_CACSC_REALF(x) (XLALCOMPLEX8ArccscReal(x)) |
| #define | LAL_CATANF(a) (XLALCOMPLEX8Arctan(a)) |
| #define | LAL_CACOTF(a) (XLALCOMPLEX8Arccot(a)) |
| #define | LAL_CSINHF(a) (XLALCOMPLEX8Sinh(a)) |
| #define | LAL_CCOSHF(a) (XLALCOMPLEX8Cosh(a)) |
| #define | LAL_CSECHF(a) (XLALCOMPLEX8Sech(a)) |
| #define | LAL_CCSCHF(a) (XLALCOMPLEX8Csch(a)) |
| #define | LAL_CTANHF(a) (XLALCOMPLEX8Tanh(a)) |
| #define | LAL_CCOTHF(a) (XLALCOMPLEX8Coth(a)) |
| #define | LAL_CASINHF(a) (XLALCOMPLEX8Arcsinh(a)) |
| #define | LAL_CACOSHF(a) (XLALCOMPLEX8Arccosh(a)) |
| #define | LAL_CACOSH_REALF(x) (XLALCOMPLEX8ArccoshReal(x)) |
| #define | LAL_CASECHF(a) (XLALCOMPLEX8Arcsech(a)) |
| #define | LAL_CACSCHF(a) (XLALCOMPLEX8Arccsch(a)) |
| #define | LAL_CATANHF(a) (XLALCOMPLEX8Arctanh(a)) |
| #define | LAL_CATANH_REALF(x) (XLALCOMPLEX8ArctanhReal(x)) |
| #define | LAL_CACOTHF(a) (XLALCOMPLEX8Arccoth(a)) |
Functions |
| | NRCSID (LALCOMPLEXH,"$Id: LALComplex.h,v 1.3 2007/06/08 14:41:52 bema Exp $") |
| COMPLEX16 | XLALCOMPLEX16Rect (REAL8 x, REAL8 y) |
| COMPLEX16 | XLALCOMPLEX16Polar (REAL8 x, REAL8 y) |
| REAL8 | XLALCOMPLEX16Arg (COMPLEX16 z) |
| REAL8 | XLALCOMPLEX16Abs (COMPLEX16 z) |
| REAL8 | XLALCOMPLEX16Abs2 (COMPLEX16 z) |
| REAL8 | XLALCOMPLEX16LogAbs (COMPLEX16 z) |
| COMPLEX16 | XLALCOMPLEX16Add (COMPLEX16 a, COMPLEX16 b) |
| COMPLEX16 | XLALCOMPLEX16Sub (COMPLEX16 a, COMPLEX16 b) |
| COMPLEX16 | XLALCOMPLEX16Mul (COMPLEX16 a, COMPLEX16 b) |
| COMPLEX16 | XLALCOMPLEX16Div (COMPLEX16 a, COMPLEX16 b) |
| COMPLEX16 | XLALCOMPLEX16AddReal (COMPLEX16 a, REAL8 x) |
| COMPLEX16 | XLALCOMPLEX16SubReal (COMPLEX16 a, REAL8 x) |
| COMPLEX16 | XLALCOMPLEX16MulReal (COMPLEX16 a, REAL8 x) |
| COMPLEX16 | XLALCOMPLEX16DivReal (COMPLEX16 a, REAL8 x) |
| COMPLEX16 | XLALCOMPLEX16AddImag (COMPLEX16 a, REAL8 y) |
| COMPLEX16 | XLALCOMPLEX16SubImag (COMPLEX16 a, REAL8 y) |
| COMPLEX16 | XLALCOMPLEX16MulImag (COMPLEX16 a, REAL8 y) |
| COMPLEX16 | XLALCOMPLEX16DivImag (COMPLEX16 a, REAL8 y) |
| COMPLEX16 | XLALCOMPLEX16Conjugate (COMPLEX16 z) |
| COMPLEX16 | XLALCOMPLEX16Inverse (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Negative (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Sqrt (COMPLEX16 z) |
| COMPLEX16 | XLALCOMPLEX16SqrtReal (REAL8 x) |
| COMPLEX16 | XLALCOMPLEX16Pow (COMPLEX16 a, COMPLEX16 b) |
| COMPLEX16 | XLALCOMPLEX16PowReal (COMPLEX16 a, REAL8 x) |
| COMPLEX16 | XLALCOMPLEX16Exp (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Log (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Log10 (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16LogB (COMPLEX16 a, COMPLEX16 b) |
| COMPLEX16 | XLALCOMPLEX16Sin (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Cos (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Sec (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Csc (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Tan (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Cot (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Arcsin (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16ArcsinReal (REAL8 x) |
| COMPLEX16 | XLALCOMPLEX16Arccos (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16ArccosReal (REAL8 x) |
| COMPLEX16 | XLALCOMPLEX16Arcsec (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16ArcsecReal (REAL8 x) |
| COMPLEX16 | XLALCOMPLEX16Arccsc (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16ArccscReal (REAL8 x) |
| COMPLEX16 | XLALCOMPLEX16Arctan (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Arccot (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Sinh (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Cosh (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Sech (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Csch (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Tanh (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Coth (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Arcsinh (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Arccosh (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16ArccoshReal (REAL8 x) |
| COMPLEX16 | XLALCOMPLEX16Arcsech (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Arccsch (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16Arctanh (COMPLEX16 a) |
| COMPLEX16 | XLALCOMPLEX16ArctanhReal (REAL8 x) |
| COMPLEX16 | XLALCOMPLEX16Arccoth (COMPLEX16 a) |
| COMPLEX8 | XLALCOMPLEX8Rect (REAL4 x, REAL4 y) |
| COMPLEX8 | XLALCOMPLEX8Polar (REAL4 x, REAL4 y) |
| REAL4 | XLALCOMPLEX8Arg (COMPLEX8 z) |
| REAL4 | XLALCOMPLEX8Abs (COMPLEX8 z) |
| REAL4 | XLALCOMPLEX8Abs2 (COMPLEX8 z) |
| REAL4 | XLALCOMPLEX8LogAbs (COMPLEX8 z) |
| COMPLEX8 | XLALCOMPLEX8Add (COMPLEX8 a, COMPLEX8 b) |
| COMPLEX8 | XLALCOMPLEX8Sub (COMPLEX8 a, COMPLEX8 b) |
| COMPLEX8 | XLALCOMPLEX8Mul (COMPLEX8 a, COMPLEX8 b) |
| COMPLEX8 | XLALCOMPLEX8Div (COMPLEX8 a, COMPLEX8 b) |
| COMPLEX8 | XLALCOMPLEX8AddReal (COMPLEX8 a, REAL4 x) |
| COMPLEX8 | XLALCOMPLEX8SubReal (COMPLEX8 a, REAL4 x) |
| COMPLEX8 | XLALCOMPLEX8MulReal (COMPLEX8 a, REAL4 x) |
| COMPLEX8 | XLALCOMPLEX8DivReal (COMPLEX8 a, REAL4 x) |
| COMPLEX8 | XLALCOMPLEX8AddImag (COMPLEX8 a, REAL4 y) |
| COMPLEX8 | XLALCOMPLEX8SubImag (COMPLEX8 a, REAL4 y) |
| COMPLEX8 | XLALCOMPLEX8MulImag (COMPLEX8 a, REAL4 y) |
| COMPLEX8 | XLALCOMPLEX8DivImag (COMPLEX8 a, REAL4 y) |
| COMPLEX8 | XLALCOMPLEX8Conjugate (COMPLEX8 z) |
| COMPLEX8 | XLALCOMPLEX8Inverse (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Negative (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Sqrt (COMPLEX8 z) |
| COMPLEX8 | XLALCOMPLEX8SqrtReal (REAL4 x) |
| COMPLEX8 | XLALCOMPLEX8Pow (COMPLEX8 a, COMPLEX8 b) |
| COMPLEX8 | XLALCOMPLEX8PowReal (COMPLEX8 a, REAL4 x) |
| COMPLEX8 | XLALCOMPLEX8Exp (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Log (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Log10 (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8LogB (COMPLEX8 a, COMPLEX8 b) |
| COMPLEX8 | XLALCOMPLEX8Sin (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Cos (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Sec (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Csc (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Tan (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Cot (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Arcsin (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8ArcsinReal (REAL4 x) |
| COMPLEX8 | XLALCOMPLEX8Arccos (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8ArccosReal (REAL4 x) |
| COMPLEX8 | XLALCOMPLEX8Arcsec (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8ArcsecReal (REAL4 x) |
| COMPLEX8 | XLALCOMPLEX8Arccsc (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8ArccscReal (REAL4 x) |
| COMPLEX8 | XLALCOMPLEX8Arctan (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Arccot (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Sinh (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Cosh (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Sech (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Csch (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Tanh (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Coth (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Arcsinh (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Arccosh (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8ArccoshReal (REAL4 x) |
| COMPLEX8 | XLALCOMPLEX8Arcsech (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Arccsch (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8Arctanh (COMPLEX8 a) |
| COMPLEX8 | XLALCOMPLEX8ArctanhReal (REAL4 x) |
| COMPLEX8 | XLALCOMPLEX8Arccoth (COMPLEX8 a) |
