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Tutorielðourä écouvrirÅlas Search íote eòeche€¨Š¸aill é ãŠÐCloud(1> ËhanhÔuongÍaudoux (Soat)ü €A€8 D Ærašñƒ‘,‚Ÿ‚œ‚x. Beyond_the_Gates_¿ «_¿ «BOOKMOBI o· )@ 0æ C1 Kâ Tˆ \ü eŠ nU wF € ‰2 ’h ›D ¤U ­q ¶ê"¿Ú$Èõ&Ñú(Úú*ä*,íUö 0ÿ 54 ;6 ý8 "× þ 5 > >#@ F¥B P D Y F b H k J tÄL }êN †ãP LR ™VT ¢©V «˜X ´ˆZ ½ô\ Ç9^ Ф` ÙÉb âžd ëÉf ôìh ý j šl Dn p ar út % v *çx 0éz 6¯ Ž z‡ {X’ T” ~ – ~x˜ Šôš – œ ¤ž ´ ,¸¢ ,ܤ ¦ 5)¨ n. Let f be a nonnegative integrable function For each n 2 Z de–ne the function f n by the rule f n (x) = f ˜(1 ;a 1 n (x) Now ˜(1 ;a 1 n is measurable because 1 ;a 1 n is measurable, and f is measurable by de–nition By Proposition 319 (p 67, Royden) f n is measurable It is easy to check.

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