uncomplicate.neanderthal.vect-math — org.uncomplicate/neanderthal-base 0.54.0

Vectorized floating point mathematical functions commonly found in Math, FastMath, and the likes. Primitive scalar counterparts can be found in the [[math]] namespace.

abs clj

(abs a)

abs! clj

(abs! a)

(abs! a y)

acos clj

(acos a)

acos! clj

(acos! a)

(acos! a y)

acosh clj

(acosh a)

acosh! clj

(acosh! a)

(acosh! a y)

asin clj

(asin a)

asin! clj

(asin! a)

(asin! a y)

asinh clj

(asinh a)

asinh! clj

(asinh! a)

(asinh! a y)

atan clj

(atan a)

atan! clj

(atan! a)

(atan! a y)

atan2 clj

(atan2 a b)

atan2! clj

(atan2! a b)

(atan2! a b y)

atanh clj

(atanh a)

atanh! clj

(atanh! a)

(atanh! a y)

cbrt clj

(cbrt a)

cbrt! clj

(cbrt! a)

(cbrt! a y)

cdf-norm clj

(cdf-norm a)

cdf-norm! clj

(cdf-norm! a)

(cdf-norm! a y)

cdf-norm-inv clj

(cdf-norm-inv a)

cdf-norm-inv! clj

(cdf-norm-inv! a)

(cdf-norm-inv! a y)

ceil clj

(ceil a)

ceil! clj

(ceil! a)

(ceil! a y)

copy-sign clj

(copy-sign a b)

copy-sign! clj

(copy-sign! a b)

(copy-sign! a b y)

cos clj

(cos a)

cos! clj

(cos! a)

(cos! a y)

cosh clj

(cosh a)

cosh! clj

(cosh! a)

(cosh! a y)

div clj

(div a b)

div! clj

(div! a b)

(div! a b y)

elu clj

(elu a)

(elu alpha a)

elu! clj

(elu! a)

(elu! a y)

(elu! alpha a y)

erf clj

(erf a)

erf! clj

(erf! a)

(erf! a y)

erf-inv clj

(erf-inv a)

erf-inv! clj

(erf-inv! a)

(erf-inv! a y)

erfc clj

(erfc a)

erfc! clj

(erfc! a)

(erfc! a y)

erfc-inv clj

(erfc-inv a)

erfc-inv! clj

(erfc-inv! a)

(erfc-inv! a y)

exp clj

(exp a)

exp! clj

(exp! a)

(exp! a y)

exp10 clj

(exp10 a)

exp10! clj

(exp10! a)

(exp10! a y)

exp2 clj

(exp2 a)

exp2! clj

(exp2! a)

(exp2! a y)

expint1 clj

(expint1 a)

expint1! clj

(expint1! a)

(expint1! a y)

expm1 clj

(expm1 a)

expm1! clj

(expm1! a)

(expm1! a y)

floor clj

(floor a)

floor! clj

(floor! a)

(floor! a y)

fmax clj

(fmax a b)

fmax! clj

(fmax! a b)

(fmax! a b y)

fmin clj

(fmin a b)

fmin! clj

(fmin! a b)

(fmin! a b y)

fmod clj

(fmod a b)

fmod! clj

(fmod! a b)

(fmod! a b y)

frac clj

(frac a)

frac! clj

(frac! a)

(frac! a y)

frem clj

(frem a b)

frem! clj

(frem! a b)

(frem! a b y)

gamma clj

(gamma a)

gamma! clj

(gamma! a)

(gamma! a y)

hypot clj

(hypot a b)

hypot! clj

(hypot! a b)

(hypot! a b y)

inv clj

(inv a)

inv! clj

(inv! a)

(inv! a y)

inv-cbrt clj

(inv-cbrt a)

inv-cbrt! clj

(inv-cbrt! a)

(inv-cbrt! a y)

inv-sqrt clj

(inv-sqrt a)

inv-sqrt! clj

(inv-sqrt! a)

(inv-sqrt! a y)

lgamma clj

(lgamma a)

lgamma! clj

(lgamma! a)

(lgamma! a y)

linear-frac clj

(linear-frac a shifta)

(linear-frac scalea a shifta)

(linear-frac scalea a shifta scaleb b shiftb)

linear-frac! clj

(linear-frac! a shifta)

(linear-frac! scalea a shifta)

(linear-frac! scalea a shifta y)

(linear-frac! scalea a shifta scaleb b shiftb y)

log clj

(log a)

log! clj

(log! a)

(log! a y)

log10 clj

(log10 a)

log10! clj

(log10! a)

(log10! a y)

log1p clj

(log1p a)

log1p! clj

(log1p! a)

(log1p! a y)

log2 clj

(log2 a)

log2! clj

(log2! a)

(log2! a y)

modf clj

(modf a)

modf! clj

(modf! a y)

(modf! a y z)

mul clj

(mul a b)

mul! clj

(mul! a b)

(mul! a b y)

pow clj

(pow a b)

pow! clj

(pow! a b y)

pow23 clj

(pow23 a)

pow23! clj

(pow23! a)

(pow23! a y)

pow32 clj

(pow32 a)

pow32! clj

(pow32! a)

(pow32! a y)

ramp clj

(ramp a)

ramp! clj

(ramp! a)

(ramp! a y)

relu clj

(relu a)

(relu alpha a)

relu! clj

(relu! a)

(relu! a y)

(relu! alpha a y)

round clj

(round a)

round! clj

(round! a)

(round! a y)

sigmoid clj

(sigmoid a)

sigmoid! clj

(sigmoid! a)

(sigmoid! a y)

sin clj

(sin a)

sin! clj

(sin! a)

(sin! a y)

sincos clj

(sincos a)

sincos! clj

(sincos! a y z)

sinh clj

(sinh a)

sinh! clj

(sinh! a)

(sinh! a y)

sqr clj

(sqr a)

sqr! clj

(sqr! a)

(sqr! a y)

sqrt clj

(sqrt a)

sqrt! clj

(sqrt! a)

(sqrt! a y)

tan clj

(tan a)

tan! clj

(tan! a)

(tan! a y)

tanh clj

(tanh a)

tanh! clj

(tanh! a)

(tanh! a y)

trunc clj

(trunc a)

trunc! clj

(trunc! a)

(trunc! a y)