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Description
requires #88
1 in, 1 out
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isnat
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signbit
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__call__
- 🏷️ stubsignbit
#372 -
at
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is{finite,inf,nan}
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__call__
- 🏷️ ufunc annotations foris{finite,inf,nan.nat}
#320 -
at
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bitwise_count
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logical_not
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__call__
- 🏷️ ufunc annotations forlogical_{not,and,or,xor}
#324 -
at
-
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spacing
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__call__
- 🏷️ ufunc annotations forspacing
#363 -
at
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[arc]{cos,sin,tan}[h]
,exp[{2,m1}]
,log[{2,10,1p}]
,rint
,sqrt
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cbrt
,fabs
,deg2rad
,degrees
,radians
,rad2deg
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invert
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ceil
,floor
,trunc
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absolute
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conj[ugate]
,reciprocal
,square
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sign
,negative
,positive
strings
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is{alnum,alpha,numeric,decimal,digit,space,lower,upper,title}
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__call__
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at
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str_len
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__call__
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at
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_core.umath
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_core.umath._[{l,r}]strip_whitespace
- 🏷️ stub _core.umath._[{l,r}]strip_whitespace #404 -
_core.umath._ones_like
linalg._umath_linalg
all have signature f->f; d->d; F->F; D->D
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det
:(m,m)->()
,{fdFD}->$1
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qr_r_raw
:(m,n)->(p)
,{dD}->$1
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svd
:(m,n)->(p)
,{fdFD}->$1
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eigvals
:(m,m)->(m)
,f->F & {dD}->D
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eigvalsh_{lo,up}
:(m,m)->(m)
,{fdFD}->$1
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{cholesky_{lo,up}, inv}
:(m,m)->(m,m)
,{fdFD}->$1
1 in, 2 out
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frexp
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modf
linalg._umath_linalg
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slogdet
:(m,m)->(),()
,f->ff, d->dd, F->Ff, D->Dd
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eigh_{lo,up}
:(m,m)->(m),(m,m)
,f->ff, d->dd, F->fF, D->dD
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eig
:(m,m)->(m),(m,m)
,f->FF, d->DD, D->DD
1 in, 3 out
linalg._umath_linalg
f->fff, d->ddd, F->FfF, D->DdD
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svd_f: (m,n)->(m,m),(p),(n,n)
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svd_s: (m,n)->(m,p),(p),(p,n)
2 in, 1 out
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logical_{and,or,xor}
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__call__
- 🏷️ ufunc annotations forlogical_{not,and,or,xor}
#324 -
at
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reduce
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reduceat
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accumulate
-
outer
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{greater,less}[_equal]
,[not_]equal
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__call__
-
at
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reduce
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reduceat
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accumulate
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outer
-
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ldexp
-
float_power
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copysign
,heaviside
,logaddexp
,logaddexp2
,nextafter
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__call__
- 🏷️ stubcopysign
,heaviside
,logaddexp
,logaddexp2
,nextafter
#376 -
at
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reduce
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reduceat
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accumulate
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outer
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arctan2
,hypot
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divide
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gcd
,lcm
,{left,right}_shift
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bitwise_{and,or,xor}
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fmod
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floor_divide
,remainder
,mod
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power
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multiply
,subtract
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f{max,min}
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maximum
,minimum
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add
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matmul
:(n?,k),(k,m?)->(n?,m?)
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matvec
:(m,n),(n)->(m)
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vecmat
:(n),(n,m)->(m)
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vecdot
:(n),(n)->()
_core.umath
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_expandtabs
,_zfill
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_expandtabs_length
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_[{l,r}]strip_chars
linalg._umath_linalg
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qr_complete: (m,n),(n)->(m,m)
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qr_reduced: (m,n),(k)->(m,k)
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solve: (m,m),(m,n)->(m,n)
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solve1: (m,m),(m)->(m)
2 in, 2 out
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divmod
2 in, 3 out
_core.umath
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_[r]partition
3 in, 1 out
_core.umath
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_center
,_{l,r}just
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clip
3 in, 3 out
_core.umath
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_[r]partition_index
3 in, 4 out
linalg._umath_linalg
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lstsq
:(m,n),(m,nrhs),()->(n,nrhs),(nrhs),(),(p)
,fff->ffif, ddd->ddid, FFf->Ffif, DDd->Ddid
4 in, 1 out
_core.umath
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_replace
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{end,start}swith
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count
,[r]find
,[r]index