constexpr const _Ty &() _Left
Definition: algorithm:3590
_CRTIMP2_PURE long double __CLRCALL_PURE_OR_CDECL _LCosh(long double, long double)
#define _CSTD
Definition: yvals.h:570
constexpr const _Ty &() _Right
Definition: algorithm:3591
static short _Ctraits< long double >::_Exp |
( |
_Ty * |
_Pleft, |
|
|
_Ty |
_Right, |
|
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short |
_Exponent |
|
) |
| |
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inlinestatic |
_CRTIMP2_PURE short __CLRCALL_PURE_OR_CDECL _LExp(long double *, long double, short)
#define _CSTD
Definition: yvals.h:570
constexpr const _Ty &() _Right
Definition: algorithm:3591
198 return (LDBL_EPSILON);
constexpr const _Ty &() _Left
Definition: algorithm:3590
#define _INFCODE
Definition: ymath.h:23
_CRTIMP2_PURE short __CLRCALL_PURE_OR_CDECL _LDtest(long double *)
#define _CSTD
Definition: yvals.h:570
constexpr const _Ty &() _Left
Definition: algorithm:3590
#define _NANCODE
Definition: ymath.h:24
_CRTIMP2_PURE short __CLRCALL_PURE_OR_CDECL _LDtest(long double *)
#define _CSTD
Definition: yvals.h:570
constexpr const _Ty &() _Left
Definition: algorithm:3590
#define _CSTD
Definition: yvals.h:570
_CRTIMP2_PURE long double __CLRCALL_PURE_OR_CDECL _LSinh(long double, long double)
constexpr const _Ty &() _Right
Definition: algorithm:3591
243 constexpr
_Ty _Ln2 = 0.69314718055994530941723212145817658L;
245 bool _Neg =
_Left < 0;
255 return (_Neg ? -_Ans : _Ans);
constexpr const _Ty &() _Left
Definition: algorithm:3590
static _Ty log(_Ty _Left)
Definition: complex:278
static _Ty sqrt(_Ty _Left)
Definition: complex:306
static _Ty log1p(_Ty _Left)
Definition: complex:283
long double _Ty
Definition: complex:194
static _Ty _Flt_eps()
Definition: complex:196
260 return (
_CSTD atan2l(_Yval, _Xval));
#define _CSTD
Definition: yvals.h:570
constexpr const _Ty &() _Left
Definition: algorithm:3590
#define _CSTD
Definition: yvals.h:570
constexpr const _Ty &() _Left
Definition: algorithm:3590
#define _CSTD
Definition: yvals.h:570
static _Ty _Ctraits< long double >::ldexp |
( |
_Ty |
_Left, |
|
|
int |
_Exponent |
|
) |
| |
|
inlinestatic |
constexpr const _Ty &() _Left
Definition: algorithm:3590
#define _CSTD
Definition: yvals.h:570
constexpr const _Ty &() _Left
Definition: algorithm:3590
#define _CSTD
Definition: yvals.h:570
292 return (
log(_Leftp1) - ((_Leftp1 - 1) -
_Left) / _Leftp1);
constexpr const _Ty &() _Left
Definition: algorithm:3590
static _Ty _Nanv(_Ty)
Definition: complex:231
static _Ty log(_Ty _Left)
Definition: complex:278
long double _Ty
Definition: complex:194
constexpr const _Ty &() _Left
Definition: algorithm:3590
#define _CSTD
Definition: yvals.h:570
constexpr const _Ty &() _Right
Definition: algorithm:3591
constexpr const _Ty &() _Left
Definition: algorithm:3590
#define _CSTD
Definition: yvals.h:570
constexpr const _Ty &() _Left
Definition: algorithm:3590
#define _CSTD
Definition: yvals.h:570
constexpr const _Ty &() _Left
Definition: algorithm:3590
#define _CSTD
Definition: yvals.h:570
The documentation for this class was generated from the following file: