Intelegentny_Pszczelarz/.venv/Lib/site-packages/scipy/special/_ufuncs.pyi

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2023-06-19 00:49:18 +02:00
# This file is automatically generated by _generate_pyx.py.
# Do not edit manually!
from typing import Any, Dict
import numpy as np
__all__ = [
'geterr',
'seterr',
'errstate',
'agm',
'airy',
'airye',
'bdtr',
'bdtrc',
'bdtri',
'bdtrik',
'bdtrin',
'bei',
'beip',
'ber',
'berp',
'besselpoly',
'beta',
'betainc',
'betaincinv',
'betaln',
'binom',
'boxcox',
'boxcox1p',
'btdtr',
'btdtri',
'btdtria',
'btdtrib',
'cbrt',
'chdtr',
'chdtrc',
'chdtri',
'chdtriv',
'chndtr',
'chndtridf',
'chndtrinc',
'chndtrix',
'cosdg',
'cosm1',
'cotdg',
'dawsn',
'ellipe',
'ellipeinc',
'ellipj',
'ellipk',
'ellipkinc',
'ellipkm1',
'elliprc',
'elliprd',
'elliprf',
'elliprg',
'elliprj',
'entr',
'erf',
'erfc',
'erfcinv',
'erfcx',
'erfi',
'erfinv',
'eval_chebyc',
'eval_chebys',
'eval_chebyt',
'eval_chebyu',
'eval_gegenbauer',
'eval_genlaguerre',
'eval_hermite',
'eval_hermitenorm',
'eval_jacobi',
'eval_laguerre',
'eval_legendre',
'eval_sh_chebyt',
'eval_sh_chebyu',
'eval_sh_jacobi',
'eval_sh_legendre',
'exp1',
'exp10',
'exp2',
'expi',
'expit',
'expm1',
'expn',
'exprel',
'fdtr',
'fdtrc',
'fdtri',
'fdtridfd',
'fresnel',
'gamma',
'gammainc',
'gammaincc',
'gammainccinv',
'gammaincinv',
'gammaln',
'gammasgn',
'gdtr',
'gdtrc',
'gdtria',
'gdtrib',
'gdtrix',
'hankel1',
'hankel1e',
'hankel2',
'hankel2e',
'huber',
'hyp0f1',
'hyp1f1',
'hyp2f1',
'hyperu',
'i0',
'i0e',
'i1',
'i1e',
'inv_boxcox',
'inv_boxcox1p',
'it2i0k0',
'it2j0y0',
'it2struve0',
'itairy',
'iti0k0',
'itj0y0',
'itmodstruve0',
'itstruve0',
'iv',
'ive',
'j0',
'j1',
'jn',
'jv',
'jve',
'k0',
'k0e',
'k1',
'k1e',
'kei',
'keip',
'kelvin',
'ker',
'kerp',
'kl_div',
'kn',
'kolmogi',
'kolmogorov',
'kv',
'kve',
'log1p',
'log_expit',
'log_ndtr',
'loggamma',
'logit',
'lpmv',
'mathieu_a',
'mathieu_b',
'mathieu_cem',
'mathieu_modcem1',
'mathieu_modcem2',
'mathieu_modsem1',
'mathieu_modsem2',
'mathieu_sem',
'modfresnelm',
'modfresnelp',
'modstruve',
'nbdtr',
'nbdtrc',
'nbdtri',
'nbdtrik',
'nbdtrin',
'ncfdtr',
'ncfdtri',
'ncfdtridfd',
'ncfdtridfn',
'ncfdtrinc',
'nctdtr',
'nctdtridf',
'nctdtrinc',
'nctdtrit',
'ndtr',
'ndtri',
'ndtri_exp',
'nrdtrimn',
'nrdtrisd',
'obl_ang1',
'obl_ang1_cv',
'obl_cv',
'obl_rad1',
'obl_rad1_cv',
'obl_rad2',
'obl_rad2_cv',
'owens_t',
'pbdv',
'pbvv',
'pbwa',
'pdtr',
'pdtrc',
'pdtri',
'pdtrik',
'poch',
'powm1',
'pro_ang1',
'pro_ang1_cv',
'pro_cv',
'pro_rad1',
'pro_rad1_cv',
'pro_rad2',
'pro_rad2_cv',
'pseudo_huber',
'psi',
'radian',
'rel_entr',
'rgamma',
'round',
'shichi',
'sici',
'sindg',
'smirnov',
'smirnovi',
'spence',
'sph_harm',
'stdtr',
'stdtridf',
'stdtrit',
'struve',
'tandg',
'tklmbda',
'voigt_profile',
'wofz',
'wright_bessel',
'wrightomega',
'xlog1py',
'xlogy',
'y0',
'y1',
'yn',
'yv',
'yve',
'zetac'
]
def geterr() -> Dict[str, str]: ...
def seterr(**kwargs: str) -> Dict[str, str]: ...
class errstate:
def __init__(self, **kargs: str) -> None: ...
def __enter__(self) -> None: ...
def __exit__(
self,
exc_type: Any, # Unused
exc_value: Any, # Unused
traceback: Any, # Unused
) -> None: ...
_cosine_cdf: np.ufunc
_cosine_invcdf: np.ufunc
_cospi: np.ufunc
_ellip_harm: np.ufunc
_factorial: np.ufunc
_igam_fac: np.ufunc
_kolmogc: np.ufunc
_kolmogci: np.ufunc
_kolmogp: np.ufunc
_lambertw: np.ufunc
_lanczos_sum_expg_scaled: np.ufunc
_lgam1p: np.ufunc
_log1pmx: np.ufunc
_riemann_zeta: np.ufunc
_sf_error_test_function: np.ufunc
_sinpi: np.ufunc
_smirnovc: np.ufunc
_smirnovci: np.ufunc
_smirnovp: np.ufunc
_spherical_in: np.ufunc
_spherical_in_d: np.ufunc
_spherical_jn: np.ufunc
_spherical_jn_d: np.ufunc
_spherical_kn: np.ufunc
_spherical_kn_d: np.ufunc
_spherical_yn: np.ufunc
_spherical_yn_d: np.ufunc
_struve_asymp_large_z: np.ufunc
_struve_bessel_series: np.ufunc
_struve_power_series: np.ufunc
_zeta: np.ufunc
agm: np.ufunc
airy: np.ufunc
airye: np.ufunc
bdtr: np.ufunc
bdtrc: np.ufunc
bdtri: np.ufunc
bdtrik: np.ufunc
bdtrin: np.ufunc
bei: np.ufunc
beip: np.ufunc
ber: np.ufunc
berp: np.ufunc
besselpoly: np.ufunc
beta: np.ufunc
betainc: np.ufunc
betaincinv: np.ufunc
betaln: np.ufunc
binom: np.ufunc
boxcox1p: np.ufunc
boxcox: np.ufunc
btdtr: np.ufunc
btdtri: np.ufunc
btdtria: np.ufunc
btdtrib: np.ufunc
cbrt: np.ufunc
chdtr: np.ufunc
chdtrc: np.ufunc
chdtri: np.ufunc
chdtriv: np.ufunc
chndtr: np.ufunc
chndtridf: np.ufunc
chndtrinc: np.ufunc
chndtrix: np.ufunc
cosdg: np.ufunc
cosm1: np.ufunc
cotdg: np.ufunc
dawsn: np.ufunc
ellipe: np.ufunc
ellipeinc: np.ufunc
ellipj: np.ufunc
ellipk: np.ufunc
ellipkinc: np.ufunc
ellipkm1: np.ufunc
elliprc: np.ufunc
elliprd: np.ufunc
elliprf: np.ufunc
elliprg: np.ufunc
elliprj: np.ufunc
entr: np.ufunc
erf: np.ufunc
erfc: np.ufunc
erfcinv: np.ufunc
erfcx: np.ufunc
erfi: np.ufunc
erfinv: np.ufunc
eval_chebyc: np.ufunc
eval_chebys: np.ufunc
eval_chebyt: np.ufunc
eval_chebyu: np.ufunc
eval_gegenbauer: np.ufunc
eval_genlaguerre: np.ufunc
eval_hermite: np.ufunc
eval_hermitenorm: np.ufunc
eval_jacobi: np.ufunc
eval_laguerre: np.ufunc
eval_legendre: np.ufunc
eval_sh_chebyt: np.ufunc
eval_sh_chebyu: np.ufunc
eval_sh_jacobi: np.ufunc
eval_sh_legendre: np.ufunc
exp10: np.ufunc
exp1: np.ufunc
exp2: np.ufunc
expi: np.ufunc
expit: np.ufunc
expm1: np.ufunc
expn: np.ufunc
exprel: np.ufunc
fdtr: np.ufunc
fdtrc: np.ufunc
fdtri: np.ufunc
fdtridfd: np.ufunc
fresnel: np.ufunc
gamma: np.ufunc
gammainc: np.ufunc
gammaincc: np.ufunc
gammainccinv: np.ufunc
gammaincinv: np.ufunc
gammaln: np.ufunc
gammasgn: np.ufunc
gdtr: np.ufunc
gdtrc: np.ufunc
gdtria: np.ufunc
gdtrib: np.ufunc
gdtrix: np.ufunc
hankel1: np.ufunc
hankel1e: np.ufunc
hankel2: np.ufunc
hankel2e: np.ufunc
huber: np.ufunc
hyp0f1: np.ufunc
hyp1f1: np.ufunc
hyp2f1: np.ufunc
hyperu: np.ufunc
i0: np.ufunc
i0e: np.ufunc
i1: np.ufunc
i1e: np.ufunc
inv_boxcox1p: np.ufunc
inv_boxcox: np.ufunc
it2i0k0: np.ufunc
it2j0y0: np.ufunc
it2struve0: np.ufunc
itairy: np.ufunc
iti0k0: np.ufunc
itj0y0: np.ufunc
itmodstruve0: np.ufunc
itstruve0: np.ufunc
iv: np.ufunc
ive: np.ufunc
j0: np.ufunc
j1: np.ufunc
jn: np.ufunc
jv: np.ufunc
jve: np.ufunc
k0: np.ufunc
k0e: np.ufunc
k1: np.ufunc
k1e: np.ufunc
kei: np.ufunc
keip: np.ufunc
kelvin: np.ufunc
ker: np.ufunc
kerp: np.ufunc
kl_div: np.ufunc
kn: np.ufunc
kolmogi: np.ufunc
kolmogorov: np.ufunc
kv: np.ufunc
kve: np.ufunc
log1p: np.ufunc
log_expit: np.ufunc
log_ndtr: np.ufunc
loggamma: np.ufunc
logit: np.ufunc
lpmv: np.ufunc
mathieu_a: np.ufunc
mathieu_b: np.ufunc
mathieu_cem: np.ufunc
mathieu_modcem1: np.ufunc
mathieu_modcem2: np.ufunc
mathieu_modsem1: np.ufunc
mathieu_modsem2: np.ufunc
mathieu_sem: np.ufunc
modfresnelm: np.ufunc
modfresnelp: np.ufunc
modstruve: np.ufunc
nbdtr: np.ufunc
nbdtrc: np.ufunc
nbdtri: np.ufunc
nbdtrik: np.ufunc
nbdtrin: np.ufunc
ncfdtr: np.ufunc
ncfdtri: np.ufunc
ncfdtridfd: np.ufunc
ncfdtridfn: np.ufunc
ncfdtrinc: np.ufunc
nctdtr: np.ufunc
nctdtridf: np.ufunc
nctdtrinc: np.ufunc
nctdtrit: np.ufunc
ndtr: np.ufunc
ndtri: np.ufunc
ndtri_exp: np.ufunc
nrdtrimn: np.ufunc
nrdtrisd: np.ufunc
obl_ang1: np.ufunc
obl_ang1_cv: np.ufunc
obl_cv: np.ufunc
obl_rad1: np.ufunc
obl_rad1_cv: np.ufunc
obl_rad2: np.ufunc
obl_rad2_cv: np.ufunc
owens_t: np.ufunc
pbdv: np.ufunc
pbvv: np.ufunc
pbwa: np.ufunc
pdtr: np.ufunc
pdtrc: np.ufunc
pdtri: np.ufunc
pdtrik: np.ufunc
poch: np.ufunc
powm1: np.ufunc
pro_ang1: np.ufunc
pro_ang1_cv: np.ufunc
pro_cv: np.ufunc
pro_rad1: np.ufunc
pro_rad1_cv: np.ufunc
pro_rad2: np.ufunc
pro_rad2_cv: np.ufunc
pseudo_huber: np.ufunc
psi: np.ufunc
radian: np.ufunc
rel_entr: np.ufunc
rgamma: np.ufunc
round: np.ufunc
shichi: np.ufunc
sici: np.ufunc
sindg: np.ufunc
smirnov: np.ufunc
smirnovi: np.ufunc
spence: np.ufunc
sph_harm: np.ufunc
stdtr: np.ufunc
stdtridf: np.ufunc
stdtrit: np.ufunc
struve: np.ufunc
tandg: np.ufunc
tklmbda: np.ufunc
voigt_profile: np.ufunc
wofz: np.ufunc
wright_bessel: np.ufunc
wrightomega: np.ufunc
xlog1py: np.ufunc
xlogy: np.ufunc
y0: np.ufunc
y1: np.ufunc
yn: np.ufunc
yv: np.ufunc
yve: np.ufunc
zetac: np.ufunc