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2025-12-23 10f3a1daddfbc7fa3dd2069197d83e8b6ef19176
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„Zefd „Zd „Zefd „Zefd„Zd„Ze jjde«d„«Zy)ÚTestUfuncGenericLoopsabTest generic loops.
 
    The loops to be tested are:
 
        PyUFunc_ff_f_As_dd_d
        PyUFunc_ff_f
        PyUFunc_dd_d
        PyUFunc_gg_g
        PyUFunc_FF_F_As_DD_D
        PyUFunc_DD_D
        PyUFunc_FF_F
        PyUFunc_GG_G
        PyUFunc_OO_O
        PyUFunc_OO_O_method
        PyUFunc_f_f_As_d_d
        PyUFunc_d_d
        PyUFunc_f_f
        PyUFunc_g_g
        PyUFunc_F_F_As_D_D
        PyUFunc_F_F
        PyUFunc_D_D
        PyUFunc_G_G
        PyUFunc_O_O
        PyUFunc_O_O_method
        PyUFunc_On_Om
 
    Where:
 
        f -- float
        d -- double
        g -- long double
        F -- complex float
        D -- complex double
        G -- complex long double
        O -- python object
 
    It is difficult to assure that each of these loops is entered from the
    Python level as the special cased loops are a moving target and the
    corresponding types are architecture dependent. We probably need to
    define C level testing ufuncs to get at them. For the time being, I've
    just looked at the signatures registered in the build directory to find
    relevant functions.
 
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©r2r©r$Úfullr    r r2©r(Ú input_dtypeÚ output_dtypeÚfÚxÚyÚxsÚyss        r)Útest_unary_PyUFuncz(TestUfuncGenericLoops.test_unary_PyUFuncusA€ä W‰WR™ Q›¨|Ô <ˆÙ ˆr‹U‘3Q3‰ZˆÜ˜˜AÔܐR—X‘X˜|Õ,r+có —||zS©Nr:)rGrHs  r)Úf2zTestUfuncGenericLoops.f2|s €Ø!‰tˆ r+có¢—tjd||«|¬«}|||«ddd…}t||«t|j|«yr>rArCs        r)Útest_binary_PyUFuncz)TestUfuncGenericLoops.test_binary_PyUFuncsC€ä W‰WR™ Q›¨|Ô <ˆÙ ˆr2‹Y‘s˜s‰^ˆÜ˜˜AÔܐR—X‘X˜|Õ,r+có—eZdZd„Zd„Zy)úTestUfuncGenericLoops.foocó,—tjd«S©Nr©r$Úboolr's r)Ú    conjugatez#TestUfuncGenericLoops.foo.conjugateˆó€Ü—7‘7˜1“:Ð r+có,—tjd«SrTrU©r(Úobjs  r)Ú logical_xorz%TestUfuncGenericLoops.foo.logical_xor‹rXr+N)r7r8r9rWr\r:r+r)ÚfoorR‡s „ò    ó    r+r]có¢—tjdt¬«}ttjtj
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||«dk(««yr>)r$r_r`rrar%rcs  r)Útest_binary_PyUFunc_OO_Oz.TestUfuncGenericLoops.test_binary_PyUFunc_OO_O–s2€Ü G‰GBœfÔ %ˆÜ”—‘”r—v‘v˜a “| qÑ(Ó)Õ*r+cóª—tjd|«t¬«}ttjtj
||«««y)Nr?r@©r$rBr`rrar\rfs   r)Útest_binary_PyUFunc_OO_O_methodz5TestUfuncGenericLoops.test_binary_PyUFunc_OO_O_methodšs2€Ü G‰GB™›¤VÔ ,ˆÜ”—‘”r—~‘~ a¨Ó+Ó,Õ-r+cóª—tjd|«t¬«}ttjtj
||«««y)N)r?rér@rkrfs   r)Ú test_binary_PyUFunc_On_Om_methodz6TestUfuncGenericLoops.test_binary_PyUFunc_On_Om_methodžs2€Ü G‰GJ¡£¬VÔ 4ˆÜ”—‘”r—~‘~ a¨Ó+Ó,Õ-r+có—tjddgd¬«}t|dt«sJ‚tj|«}|j
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«dz«««j «}t tjj||«ddd…gd¢«y)Nér)rrnéé)    r$ÚarangerrÚlistÚzipÚravelr r%Úreduceat)r(ÚLrGÚidxs    r)Útest_reduceat_shifting_sumz$TestUfunc.test_reduceat_shifting_sumåsx€Ø ˆÜ I‰Ia‹LˆÜh‰h”tœC¤§    ¡    ¨!¨a©%Ó 0´"·)±)¸AÀ¹EÓ2BÀQÑ2FÓGÓHÓI×OÑOÓQˆÜœ2Ÿ6™6Ÿ?™?¨1¨cÓ2±3°Q°3Ñ7ºÕFr+có—y)aLTry to check presence and results of all ufuncs.
 
        The list of ufuncs comes from generate_umath.py and is as follows:
 
        =====  ====  =============  ===============  ========================
        done   args   function        types                notes
        =====  ====  =============  ===============  ========================
        n      1     conjugate      nums + O
        n      1     absolute       nums + O         complex -> real
        n      1     negative       nums + O
        n      1     sign           nums + O         -> int
        n      1     invert         bool + ints + O  flts raise an error
        n      1     degrees        real + M         cmplx raise an error
        n      1     radians        real + M         cmplx raise an error
        n      1     arccos         flts + M
        n      1     arccosh        flts + M
        n      1     arcsin         flts + M
        n      1     arcsinh        flts + M
        n      1     arctan         flts + M
        n      1     arctanh        flts + M
        n      1     cos            flts + M
        n      1     sin            flts + M
        n      1     tan            flts + M
        n      1     cosh           flts + M
        n      1     sinh           flts + M
        n      1     tanh           flts + M
        n      1     exp            flts + M
        n      1     expm1          flts + M
        n      1     log            flts + M
        n      1     log10          flts + M
        n      1     log1p          flts + M
        n      1     sqrt           flts + M         real x < 0 raises error
        n      1     ceil           real + M
        n      1     trunc          real + M
        n      1     floor          real + M
        n      1     fabs           real + M
        n      1     rint           flts + M
        n      1     isnan          flts             -> bool
        n      1     isinf          flts             -> bool
        n      1     isfinite       flts             -> bool
        n      1     signbit        real             -> bool
        n      1     modf           real             -> (frac, int)
        n      1     logical_not    bool + nums + M  -> bool
        n      2     left_shift     ints + O         flts raise an error
        n      2     right_shift    ints + O         flts raise an error
        n      2     add            bool + nums + O  boolean + is ||
        n      2     subtract       bool + nums + O  boolean - is ^
        n      2     multiply       bool + nums + O  boolean * is &
        n      2     divide         nums + O
        n      2     floor_divide   nums + O
        n      2     true_divide    nums + O         bBhH -> f, iIlLqQ -> d
        n      2     fmod           nums + M
        n      2     power          nums + O
        n      2     greater        bool + nums + O  -> bool
        n      2     greater_equal  bool + nums + O  -> bool
        n      2     less           bool + nums + O  -> bool
        n      2     less_equal     bool + nums + O  -> bool
        n      2     equal          bool + nums + O  -> bool
        n      2     not_equal      bool + nums + O  -> bool
        n      2     logical_and    bool + nums + M  -> bool
        n      2     logical_or     bool + nums + M  -> bool
        n      2     logical_xor    bool + nums + M  -> bool
        n      2     maximum        bool + nums + O
        n      2     minimum        bool + nums + O
        n      2     bitwise_and    bool + ints + O  flts raise an error
        n      2     bitwise_or     bool + ints + O  flts raise an error
        n      2     bitwise_xor    bool + ints + O  flts raise an error
        n      2     arctan2        real + M
        n      2     remainder      ints + real + O
        n      2     hypot          real + M
        =====  ====  =============  ===============  ========================
 
        Types other than those listed will be accepted, but they are cast to
        the smallest compatible type for which the function is defined. The
        casting rules are:
 
        bool -> int8 -> float32
        ints -> double
 
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