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2 total messages Started by TOKAJI, Akio Thu, 16 Oct 1997 00:00
RE: What's lambda
#280
Author: TOKAJI, Akio
Date: Thu, 16 Oct 1997 00:00
44 lines
2361 bytes
Lisp $B$G;H$o$l$k(J lambda $B$H$$$&%7%s%\%k$NM3Mh$K$D$$$F$N5-=R$G$9!#(J

$B!|!X(J[$BBPOC$K$h$k(J] Common Lisp $BF~Lg!Y(J(p.137)$B!"7*86@5?N(J $BCx!"?9KL=PHG(J
|                         lambda $B$NM3Mh$O!)(J
|
|  $B4X?t$r$"$i$o$9%i%`%@<0$K=P$F$/$k%7%s%\%k(Jlambda$B$H$O$$$C$?$$(J
|  $B2?$@$m$&!)(J
|  $B%i%C%;%k$H%[%o%$%H%X%C%I$H$$$&?t3X<T$N=q$$$?(J Principia
|  Mathematica $B$H$$$&M-L>$JK\$G$O!"4X?t$r$"$i$o$9$N$K%Q%i%a!<(J
|  $B%?$K%+%l%C%H5-9f!0$rIU$1$F(J
|
|  $B$X(J
|  $B#x(J($B#x(J+$B#x(J)
|
|  $B$N$h$&$KI=$7$F$$$?!#$7$+$7!"%A%c!<%A$H$$$&?t3X<T$O!"%Q%i%a!<(J
|  $B%?$N>e$K%+%l%C%H$rIU$1$k$N$O%?%$%T%s%0$,$o$:$i$o$7$$$N$G!"(J
|  $B%+%l%C%H$rA0$K$b$C$F$-$F(J
|
|  $B!0#x(J($B#x(J+$B#x(J)
|
|  $B$H$7$?!#$7$+$7!"$3$l$G$O%+%l%C%H$N2<$K2?$bJ8;z$,$J$$$N$G4q(J
|  $BL/$@!#$=$3$G%A%c!<%A$O%+%l%C%H$N$+$o$j$K8+$+$1$,;w$?&+!J%.(J
|  $B%j%7%cJ8;z$N%i%`%@$NJ8;z!K$r;H$C$F(J $B&+#x(J($B#x(J+$B#x(J) $B$K$J$*$7$?!#(J
|  $B$7$+$7!"&+$OO@M}3X$K=P$F$/$kO"8@(J(and)$B$H;w$F$$$k$N$G:.Mp$7(J
|  $B$d$9$$!#7k6I!"%A%c!<%A$O%i%`%@$N>.J8;z$r;H$C$F&K#x(J($B#x(J+$B#x(J) 
|  $B$H$9$k$3$H$KMn$ACe$$$?!#(J
|
|  $B$=$N8e!"$3$NJ,Ln$O%i%`%@7W;;$H8F$P$l$k$h$&$K$J$j!"%A%c!<%A(J
|  $B$O$3$NJ,Ln$G0NBg$J6H@S$r$"$2$?!#(J1960$BG/$3$m!"%A%c!<%A$,;XF3(J
|  $B$7$?3X@8%^%C%+!<%7!<$,%i%`%@7W;;$r%R%s%H$K$7$F(J Lisp $B$r9M0F(J
|  $B$7$?!#(J
|  $B%3%s%T%e!<%?$N%-!<%\!<%I$K$O&K$NJ8;z$,$J$$$N$G!"%^%C%+!<%7!<(J
|  $B$O$+$o$j$K(J lambda $B$rMQ$$$F(J(lambda (x) (+ x x)) $B$HI=$7$?$N(J
|  $B$@$C$?!#(J
|
|  $B;29MJ88%(J
|  P.Norvig: Paradigms of Artificial Intelligence Programming: 
|  Case Studies in Common Lisp, Morgan Kaufman, 1922.

--
TOKAJI, Akio
mailto:tokajia@ppn.ne.jp
http://www.ppn.ne.jp/~tokajia/
What's Lisp (Re: What's lambda)
#281
Author: TOKAJI, Akio
Date: Fri, 17 Oct 1997 00:00
72 lines
3558 bytes
Lisp $B$O!"8=>u$G$O!"<BA)E*$J%W%m%0%i%_%s%0$G;H$o$l$k$3$H$O>/$J$$$+$b$7$l(J
$B$^$;$s$,!"(JEmacs $B$N%^%/%m8@8l$J$I$H$7$F:NMQ$5$l$?$3$H$K$h$j!"0U30$K%]%T%e(J
$B%i!<$K$J$j$D$D$"$j$^$9!#(J


|Lisp $B$,:n$i$l$?$N$O!"(JFORTRAN$B$H$[$\F1;~4|$N(J1960$BG/$G$9!#(JLisp$B$O:n@.Ev=i$+(J
$B$i(J
|$B?M9)CNG=$rCf?4$H$9$k5-9f=hM}$r1~MQJ,Ln$H$7!"?t3XE*@-3J$r9|3J$H$7$F$$$^(J
$B$7(J
|$B$?!#(J($B!X(JLISP$BF~Lg!Y(I$$B9u@nMxL@Cx(I$$BG]Iw4[(J)


|$B$=$b$=$b(JLisp$B$O:#$r5n$k$3$H(J20$BG/0J>eA0$K!"Ev;~(JMIT$B!J%^%5%A%e!<%;%C%D9)2JBg(J
$B3X!K(J
|$B$K$$$?%8%g%s!&%^%C%+!<%7!<$J$k?MJ*$,H/L@$7$?%W%m%0%i%_%s%08@8l$G$"$j$^(J
$B$9!#(J
|$B:#F|;D$C$F$$$k%W%m%0%i%_%s%08@8l$NCf$G$O(JFortran$B$HJB$V8E$$Nr;K$r8X$C$F$$(J
$B$k(J
|$B$N$G$"$j$^$9!#(JLisp$B$H$$$&L>A0$O!"%"!<!"EvA3%$%s%0%j%C%7%e$J$N$G$"$j$^$9(J
$B$,!"(J
|List Processing Language $B$NF,$N(J Lis $B$H(J P $B$rH4$-<h$C$F$G$-$?$b$N$G$"$j$^(J
$B$9!#(J
|($B!X=i$a$F$N?M$N$?$a$N(JLISP$B!Y(I$$BC]Fb0jM:Cx(I$$B%5%$%(%s%9<R(J)


TOKAJI, Akio wrote:
> 
> Lisp $B$G;H$o$l$k(J lambda $B$H$$$&%7%s%\%k$NM3Mh$K$D$$$F$N5-=R$G$9!#(J
> 
> $B!|!X(J[$BBPOC$K$h$k(J] Common Lisp $BF~Lg!Y(J(p.137)$B!"7*86@5?N(J $BCx!"?9KL=PHG(J
> |                         lambda $B$NM3Mh$O!)(J
> |
> |  $B4X?t$r$"$i$o$9%i%`%@<0$K=P$F$/$k%7%s%\%k(Jlambda$B$H$O$$$C$?$$(J
> |  $B2?$@$m$&!)(J
> |  $B%i%C%;%k$H%[%o%$%H%X%C%I$H$$$&?t3X<T$N=q$$$?(J Principia
> |  Mathematica $B$H$$$&M-L>$JK\$G$O!"4X?t$r$"$i$o$9$N$K%Q%i%a!<(J
> |  $B%?$K%+%l%C%H5-9f!0$rIU$1$F(J
> |
> |  $B$X(J
> |  $B#x(J($B#x(J+$B#x(J)
> |
> |  $B$N$h$&$KI=$7$F$$$?!#$7$+$7!"%A%c!<%A$H$$$&?t3X<T$O!"%Q%i%a!<(J
> |  $B%?$N>e$K%+%l%C%H$rIU$1$k$N$O%?%$%T%s%0$,$o$:$i$o$7$$$N$G!"(J
> |  $B%+%l%C%H$rA0$K$b$C$F$-$F(J
> |
> |  $B!0#x(J($B#x(J+$B#x(J)
> |
> |  $B$H$7$?!#$7$+$7!"$3$l$G$O%+%l%C%H$N2<$K2?$bJ8;z$,$J$$$N$G4q(J
> |  $BL/$@!#$=$3$G%A%c!<%A$O%+%l%C%H$N$+$o$j$K8+$+$1$,;w$?&+!J%.(J
> |  $B%j%7%cJ8;z$N%i%`%@$NBgJ8;z!K$r;H$C$F(J $B&+#x(J($B#x(J+$B#x(J) $B$K$J$*$7$?!#(J
> |  $B$7$+$7!"&+$OO@M}3X$K=P$F$/$kO"8@(J(and)$B$H;w$F$$$k$N$G:.Mp$7(J
> |  $B$d$9$$!#7k6I!"%A%c!<%A$O%i%`%@$N>.J8;z$r;H$C$F&K#x(J($B#x(J+$B#x(J)
> |  $B$H$9$k$3$H(II$BMn$ACe$$$?!#(J
> |
> |  $B$=$N8e!"$3$NJ,Ln$O%i%`%@7W;;$H8F$P$l$k$h$&$K$J$j!"%A%c!<%A(J
> |  $B$O$3$NJ,Ln$G0NBg$J6H@S$r$"$2$?!#(J1960$BG/$3$m!"%A%c!<%A$,;XF3(J
> |  $B$7$?3X@8%^%C%+!<%7!<$,%i%`%@7W;;$r%R%s%H$K$7$F(J Lisp $B$r9M0F(J
> |  $B$7$?!#(J
> |  $B%3%s%T%e!<%?$N%-!<%\!<%I$K$O&K$NJ8;z$,$J$$$N$G!"%^%C%+!<%7!<(J
> |  $B$O$+$o$j$K(J lambda $B$rMQ$$$F(J(lambda (x) (+ x x)) $B$HI=$7$?$N(J
> |  $B$@$C$?!#(J
> |
> |  $B;29MJ88%(J
> |  P.Norvig: Paradigms of Artificial Intelligence Programming:
> |  Case Studies in Common Lisp, Morgan Kaufman, 1922.
> 

-- 
TOKAJI, Akio
mailto:tokajia@ppn.ne.jp
http://www.ppn.ne.jp/~tokajia/
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