Summary: II 1i=,!JMI!K '07/6/25!J7n!K#48B
Ld#1!%%/%i%a%k$N8x¡0$rMQ$$$F¡!$NO"N)0l¡!JDx¡0$r2r$1.



x1 + x2 + x3 = 1,
x1 + 2x2 + 2x3 = 1,
x1 + 3x2 + (3 + t)x3 = 1,
t = 0 $H$9$k!%
"( $9$05$$E$/$H;W$&$,!$Hs¿o$KLLE]$G$"$C$FK^$=¡BMQE*$G$J$$!%
Ld#2!%V R-@~7A6u4V$H$9$k!%V
= {V R R-@~7?¡LA--}
i) f1, f2 V
f1 + f2 $r (f1 + f2)(v) = f1(v) + f2(v) $GDj$a!$
ii) f V
, R f (f)(v) = (f(v)) $GDj$a$k
1) ¿e$GDj$a$?f1 +f2, f V
R-@~7?¡LA--$G$"$k$3$H$r¡($;!%
2) V
R-@~7?6u4V$G$"$k$3$H$r¡($;!%

Source: Asuke, Taro - Graduate School of Mathematical Sciences, University of Tokyo

Collections: Mathematics