Title Microsoft Word положение по Ð½Ð¾Ð³Ñ Ñ Ð¼ doc Author gavrden Created Date 2/4/ AM֗ ȐL k 180 Z ` 2 Z ` 2 i K ɐL ܂ s 85 Z ` 73 Z ` B C ^ A Z ~ b N g b v B K X B X e X B g ݗ ĕi B M ɋ ( ̃t C p ڒu ĂकϐF ό` ͂ ܂ ) L Y Ղɋ ( \\ ʍd x Ȃǂł Ă L Y t ɂ Ȃ Ă ܂ ) ␅ H ݍ ܂Ȃ ( i Ȃǂ ݍ ܂Ȃ ̂Ōy @ ł ł ܂ ) ` F A ̓z C g ̃Z b g I ® Ò ¨ º 4 !ý x D µä I ® c ~ F } ô º W b I c ³ ~ I } e å ` Í ³ ` G L Ð 7 t Å e ³é {é 9 ® c ~ F } ô º W b I c ÿ ³ ~ I 1) ® c ~ F } ô º W b I c ³ ~ I Ý) ® G {ö õå ù þ G ºø p ºÂ¨³ ³ µÎ® Ä®Áo È °´ ¦µ ° Á ¸ Ê¥ ¸É ¨° ¦³¥³Áª¨µ µ ®¦º°Å¤n ÈÅ o ®¦º°Á ¨¸ É¥  ¨ ¹ Ê ¨ µ¤ ¦³ µ«°´ ¦µ ° Á ¸Ê ¥ ° µ H •ÇŽ† ‚¨‚µ‚á‚ê ƒCƒ‰ƒXƒgWhere now each h iis LLipschitz and each c iis C1smooth with Lipschitz gradient Clearly, 2It is su cient for the inequality kr ck kr( x k)k op to hold just along the iterate sequence k generated by the method;Determine a function f such that h(x) = f(g(x)), where g(x) = x 3, and h(c) = (x 3) f(x 2 ¨µáê Ç "®¨ CXg