Trailing-Edge
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PDP-10 Archives
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BB-D480C-SB_1981
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forcdx.rlr
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,g,> ,> C%p 5 5$ $ 3` + * * 4D ` + * 3` + @ ,> C< , ,^ @ + ,^ ,^ ,~ 1@ + , ,^ ,^ ,~ 0 0 " x ,> ,> , % Y& CDABS: result overflow D HN
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,> ,> ,> C%p 5$ $ 3$ H+ 2D H+ 3f H+ , L * @ @ @ @ C)p ,^ ,^ ,^ ,~ ,> 2` J+ 2@ J+ * " 2" J+ @ @ @ @ + A,> C< U, ,^ ,> C< U, ,^ *U*Q 3h K+ <7@ + 53( I+ 2H I+ )2j I+ )H ,> C< V, ,^ "@U " D 5$ $$ U(O
h 2d + )2D + +3f + +U$O , W (E*Q" *+ +D 7 $ 3( I+ 02H I+ 52j I+ 5 @ 5 2 2` + 5 *P(@ 32@ + 73b + 7U O , _+ 7@ 7 C)p ,^ ,^ ,^ E* ;,^ ,~ ,> C< g, !,^ D + @ + 5D C7@ + C, h5@ D, o DC)p ,^ ,^ ,^ ,^ ,~ (9~j6t^" yObvW^ RX0>F9l!v yO " K ,> K, % Y& entry CDEXP; DIMAG(arg) too large in absolute value; result= ( T(0.0,0.0) x x ,> K, L% Y& entry CDEXP; DREAL(arg) too large; \DIMAG(result)=+infinity ,> K, W% Y& entry CDEXP; DREAL(arg) too large; DREAL ( e(result)=+infinity x ,> K, _% Y& entry CDEXP; underflow has occurred m; DIMAG(result)=0.0 ,> K, h% Y& entry CDEXP; underflow has occurred; DREAL(re vsult)=0.0 D" H <
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J ."]'z ,?> v D" n AGb'P bd{t9wM/p x x ,> u, P w% Y& CDLOG: Imaginary part underflow ,> u, v% Y& CDLOG: Real part und erflow x ,> u, |% Y& CDLOG: arg is (0.0,0.0); result=(+infinity,0. 0)
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U( ; ,> C< v, ,^ b3 c+ D2@ c+ B3b c+ D, wU O *"U D+ G ,> C< v, ',^ 7 7H + Y
5( K( ,> C< v (*P( L, =,^ b3$ c+ S2D c+ Q3f c+ S, U$O + V ,> C< v ("* U, F,^ F 5( ]$ + ]@ @ + ] D + a C)p ] ,^ ,^ ,^ ,^ ,~ , P _iho .!J!v yObvW(9~jX,9r 0 f$u<Dj%P1U#VJpV) R :"<,8-yh "9w~ 5QZ/rL/4
cZD$Td;2{ " m ,> m, % Y& CDSIN or CDCOS; DABS(DREAL(arg)) too large; result = (0.0,0. T u0) x ,> m, n% Y& CDSIN or CDCOS; DABS(DIMAG(arg)) too large; DREAL( ~result) = infinity ,> m, w% Y& CDSIN or CDCOS; DABS(DIMAG(arg)) too large; D * IMAG(result) = infinity ,> ],> , % Y& CDSIN or CDCOS: imaginary part underflow D" u
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@ + "1( + &@~H 5 @~+ ,> C< K, ,^ "(P "@ 5$ #$ d + FD+ F+ -@ 50 (0 P ,> C< K ( ( *, !,^ @h 6 + /* * 7 $ C)p ,^ ,^ "" 3,^ ,^ ,^ ,^ ,^ ,~ 4@ B 5 8 ,> C< K, *,^ 5h B* ""A ;* + B 5$ >$ D ,> C< K, 9,^ 5h B$ C)p (@ D,^ ,^ ,^ ,^ ,~ 7 , L, R@d + - 0 6P'L'yo " Kx ,> H,> L, % Y& CDSQRT: real part underflow ,> R, M S% Y& CDSQRT: imaginary part underflow D"
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