The math Plugin More...

Enumerations
%math.F
enum class	F : flags_t
%math.f16
enum class	f16 : flags_t
enum class	F16 : flags_t
%math.f32
enum class	f32 : flags_t
enum class	F32 : flags_t
%math.f64
enum class	f64 : flags_t
enum class	F64 : flags_t
%math.bf16
enum class	bf16 : flags_t
enum class	BF16 : flags_t
%math.nvtf32
enum class	nvtf32 : flags_t
enum class	NVTF32 : flags_t
%math.amdfp24
enum class	amdfp24 : flags_t
enum class	AMDFP24 : flags_t
%math.pxr24
enum class	pxr24 : flags_t
enum class	PXR24 : flags_t
%math.mode
enum class	mode : flags_t { none = 0x3825490000000f00 , nnan = 0x3825490000000f01 , ninf = 0x3825490000000f02 , nsz = 0x3825490000000f03 , arcp = 0x3825490000000f04 , contract = 0x3825490000000f05 , afn = 0x3825490000000f06 , reassoc = 0x3825490000000f07 , finite = 0x3825490000000f08 , unsafe = 0x3825490000000f09 , fast = 0x3825490000000f0a }
%math.minus
enum class	minus : flags_t
%math.is_finite
enum class	is_finite : flags_t
%math.slf
enum class	slf : flags_t
%math.sgn
enum class	sgn : flags_t
%math.rrt
enum class	rrt : flags_t

Functions
void	register_normalizers (Normalizers &normalizers)
math.F
const Def *	type_f (const Def *pe)
const Def *	type_f (World &w, nat_t p, nat_t e)
template<nat_t P, nat_t E>
auto	match_f (const Def *def)
auto	match_f16 (const Def *def)
auto	match_f32 (const Def *def)
auto	match_f64 (const Def *def)
std::optional< nat_t >	isa_f (const Def *def)
template<class R>
const Lit *	lit_f (World &w, R val)
const Lit *	lit_f (World &w, nat_t width, mim::f64 val)
math.arith
const Def *	op_rminus (VMode m, const Def *a)

Variables
static constexpr plugin_t	Plugin_Id = 0x3825490000000000

Mode
enum class	Mode : nat_t { top = 0 , none = top , nnan = 1 << 0 , ninf = 1 << 1 , nsz = 1 << 2 , arcp = 1 << 3 , contract = 1 << 4 , afn = 1 << 5 , reassoc = 1 << 6 , finite = nnan \| ninf , unsafe = nsz \| arcp \| reassoc , fast , bot = fast }
	Allowed optimizations for a specific operation. More...
using	VMode = std::variant<Mode, nat_t, const Def*>
	Give Mode as mim::plug::math::Mode, mim::nat_t or const Def*.
const Def *	mode (World &w, VMode m)
	mim::plug::math::VMode -> const Def*.

%math.arith
enum class	arith : flags_t { add = 0x3825490000001000 , sub = 0x3825490000001001 , mul = 0x3825490000001002 , div = 0x3825490000001003 , rem = 0x3825490000001004 }
template<arith id>
const Def *	normalize_arith (const Def type, const Def c, const Def *arg)

%math.extrema
enum class	extrema : flags_t { im = 0x3825490000001200 , fmin = 0x3825490000001200 , iM = 0x3825490000001201 , fmax = 0x3825490000001201 , Im = 0x3825490000001202 , ieee754min = 0x3825490000001202 , IM = 0x3825490000001203 , ieee754max = 0x3825490000001203 }
template<extrema id>
const Def *	normalize_extrema (const Def type, const Def c, const Def *arg)

%math.tri
enum class	tri : flags_t { ahff = 0x3825490000001300 , sin = 0x3825490000001300 , ahfF = 0x3825490000001301 , cos = 0x3825490000001301 , ahFf = 0x3825490000001302 , tan = 0x3825490000001302 , ahFF = 0x3825490000001303 , aHff = 0x3825490000001304 , sinh = 0x3825490000001304 , h = 0x3825490000001304 , aHfF = 0x3825490000001305 , cosh = 0x3825490000001305 , aHFf = 0x3825490000001306 , tanh = 0x3825490000001306 , aHFF = 0x3825490000001307 , Ahff = 0x3825490000001308 , asin = 0x3825490000001308 , a = 0x3825490000001308 , AhfF = 0x3825490000001309 , acos = 0x3825490000001309 , AhFf = 0x382549000000130a , atan = 0x382549000000130a , AhFF = 0x382549000000130b , AHff = 0x382549000000130c , asinh = 0x382549000000130c , AHfF = 0x382549000000130d , acosh = 0x382549000000130d , AHFf = 0x382549000000130e , atanh = 0x382549000000130e , AHFF = 0x382549000000130f }
template<tri id>
const Def *	normalize_tri (const Def type, const Def , const Def *arg)

%math.pow
enum class	pow : flags_t
const Def *	normalize_pow (const Def type, const Def , const Def *arg)

%math.rt
enum class	rt : flags_t { sq = 0x3825490000001500 , cb = 0x3825490000001501 }
template<rt id>
const Def *	normalize_rt (const Def type, const Def , const Def *arg)

%math.exp
enum class	exp : flags_t { lbb = 0x3825490000001600 , exp = 0x3825490000001600 , lbB = 0x3825490000001601 , exp2 = 0x3825490000001601 , bin = 0x3825490000001601 , lBb = 0x3825490000001602 , exp10 = 0x3825490000001602 , dec = 0x3825490000001602 , lBB = 0x3825490000001603 , Lbb = 0x3825490000001604 , log = 0x3825490000001604 , LbB = 0x3825490000001605 , log2 = 0x3825490000001605 , LBb = 0x3825490000001606 , log10 = 0x3825490000001606 , LBB = 0x3825490000001607 }
template<exp id>
const Def *	normalize_exp (const Def type, const Def , const Def *arg)

%math.er
enum class	er : flags_t { f = 0x3825490000001700 , fc = 0x3825490000001701 }
template<er id>
const Def *	normalize_er (const Def type, const Def , const Def *arg)

%math.gamma
enum class	gamma : flags_t { t = 0x3825490000001800 , l = 0x3825490000001801 }
template<gamma id>
const Def *	normalize_gamma (const Def type, const Def , const Def *arg)

%math.abs
enum class	abs : flags_t
const Def *	normalize_abs (const Def type, const Def , const Def *arg)

%math.round
enum class	round : flags_t { f = 0x3825490000001a00 , c = 0x3825490000001a01 , r = 0x3825490000001a02 , t = 0x3825490000001a03 }
template<round id>
const Def *	normalize_round (const Def type, const Def , const Def *arg)

%math.cmp
enum class	cmp : flags_t { ugle = 0x3825490000001b00 , f = 0x3825490000001b00 , uglE = 0x3825490000001b01 , e = 0x3825490000001b01 , ugLe = 0x3825490000001b02 , l = 0x3825490000001b02 , ugLE = 0x3825490000001b03 , le = 0x3825490000001b03 , uGle = 0x3825490000001b04 , g = 0x3825490000001b04 , uGlE = 0x3825490000001b05 , ge = 0x3825490000001b05 , uGLe = 0x3825490000001b06 , ne = 0x3825490000001b06 , uGLE = 0x3825490000001b07 , o = 0x3825490000001b07 , Ugle = 0x3825490000001b08 , u = 0x3825490000001b08 , UglE = 0x3825490000001b09 , ue = 0x3825490000001b09 , UgLe = 0x3825490000001b0a , ul = 0x3825490000001b0a , UgLE = 0x3825490000001b0b , ule = 0x3825490000001b0b , UGle = 0x3825490000001b0c , ug = 0x3825490000001b0c , UGlE = 0x3825490000001b0d , uge = 0x3825490000001b0d , UGLe = 0x3825490000001b0e , une = 0x3825490000001b0e , UGLE = 0x3825490000001b0f , t = 0x3825490000001b0f }
template<cmp id>
const Def *	normalize_cmp (const Def type, const Def c, const Def *arg)

%math.conv
enum class	conv : flags_t { s2f = 0x3825490000001d00 , u2f = 0x3825490000001d01 , f2s = 0x3825490000001d02 , f2u = 0x3825490000001d03 , f2f = 0x3825490000001d04 }
template<conv id>
const Def *	normalize_conv (const Def dst_t, const Def , const Def *x)

Detailed Description

The math Plugin

Typedef Documentation

◆ VMode

using mim::plug::math::VMode = std::variant<Mode, nat_t, const Def*>

Give Mode as mim::plug::math::Mode, mim::nat_t or const Def*.

Definition at line 43 of file math.h.

Enumeration Type Documentation

◆ abs

enum class mim::plug::math::abs : flags_t

strong

Definition at line 287 of file autogen.h.

◆ AMDFP24

enum class mim::plug::math::AMDFP24 : flags_t

strong

Definition at line 105 of file autogen.h.

◆ amdfp24

enum class mim::plug::math::amdfp24 : flags_t

strong

Definition at line 56 of file autogen.h.

◆ arith

enum class mim::plug::math::arith : flags_t

strong

Enumerator
add
sub
mul
div
rem

Definition at line 137 of file autogen.h.

◆ BF16

enum class mim::plug::math::BF16 : flags_t

strong

Definition at line 91 of file autogen.h.

◆ bf16

enum class mim::plug::math::bf16 : flags_t

strong

Definition at line 42 of file autogen.h.

◆ cmp

enum class mim::plug::math::cmp : flags_t

strong

Enumerator
ugle
f
uglE
e
ugLe
l
ugLE
le
uGle
g
uGlE
ge
uGLe
ne
uGLE
o
Ugle
u
UglE
ue
UgLe
ul
UgLE
ule
UGle
ug
UGlE
uge
UGLe
une
UGLE
t

Definition at line 309 of file autogen.h.

◆ conv

enum class mim::plug::math::conv : flags_t

strong

Enumerator
s2f
u2f
f2s
f2u
f2f

Definition at line 358 of file autogen.h.

◆ er

enum class mim::plug::math::er : flags_t

strong

Enumerator
f
fc

Definition at line 263 of file autogen.h.

◆ exp

enum class mim::plug::math::exp : flags_t

strong

Enumerator
lbb
exp
lbB
exp2
bin
lBb
exp10
dec
lBB
Lbb
log
LbB
log2
LBb
log10
LBB

Definition at line 237 of file autogen.h.

◆ extrema

enum class mim::plug::math::extrema : flags_t

strong

Enumerator
im
fmin
iM
fmax
Im
ieee754min
IM
ieee754max

Definition at line 159 of file autogen.h.

◆ F

enum class mim::plug::math::F : flags_t

strong

Definition at line 14 of file autogen.h.

◆ F16

enum class mim::plug::math::F16 : flags_t

strong

Definition at line 70 of file autogen.h.

◆ f16

enum class mim::plug::math::f16 : flags_t

strong

Definition at line 21 of file autogen.h.

◆ F32

enum class mim::plug::math::F32 : flags_t

strong

Definition at line 77 of file autogen.h.

◆ f32

enum class mim::plug::math::f32 : flags_t

strong

Definition at line 28 of file autogen.h.

◆ F64

enum class mim::plug::math::F64 : flags_t

strong

Definition at line 84 of file autogen.h.

◆ f64

enum class mim::plug::math::f64 : flags_t

strong

Definition at line 35 of file autogen.h.

◆ gamma

enum class mim::plug::math::gamma : flags_t

strong

Enumerator
t
l

Definition at line 275 of file autogen.h.

◆ is_finite

enum class mim::plug::math::is_finite : flags_t

strong

Definition at line 351 of file autogen.h.

◆ minus

enum class mim::plug::math::minus : flags_t

strong

Definition at line 152 of file autogen.h.

◆ Mode

enum class mim::plug::math::Mode : nat_t

strong

Allowed optimizations for a specific operation.

Enumerator
top
none	Alias for Mode::none.
nnan	No NaNs. Allow optimizations to assume the arguments and result are not NaN. Such optimizations are required to retain defined behavior over NaNs, but the value of the result is undefined.
ninf	No Infs. Allow optimizations to assume the arguments and result are not +/-Inf. Such optimizations are required to retain defined behavior over +/-Inf, but the value of the result is undefined.
nsz	No Signed Zeros. Allow optimizations to treat the sign of a zero argument or result as insignificant.
arcp	Allow Reciprocal. Allow optimizations to use the reciprocal of an argument rather than perform division.
contract	Allow floating-point contraction (e.g. fusing a multiply followed by an addition into a fused multiply-and-add).
afn	Approximate functions. Allow substitution of approximate calculations for functions (sin, log, sqrt, etc).
reassoc	Allow reassociation transformations for floating-point operations. This may dramatically change results in floating point.
finite	Mode::nnan \| Mode::ninf.
unsafe	Mode::nsz \| Mode::arcp \| Mode::reassoc.
fast	All flags.
bot	Alias for Mode::fast.