200以上 rfIJ P[X ¨µáê 234850
Component resides, such that X e = X (y − Xβˆ) = 0, is exactly the condition that is expressed by the normal equations (6) Corresponding to the decomposition of y, there is a decomposition of the sum of squares y y To express the latter, let us write Xβˆ = Pyand e = y − Xβˆ =(I − P)y, where P = X(X X)−1X is a symmetric idempotentP O N 炢 O ̂b c W J Z C Č ܂ P E b h @ I g o X J Z b g ̉ w b h r Ŏ~ ܂ J Z b g e v 삵 Ȃ s o Ă ܂ BE r V b s O E f W ^ T C l W E ԑg ̊ Ѓe C N X y ̑ z
rfIJ P[X ¨µáê
rfIJ P[X ¨µáê-If f(x) be a continuous function for all real values of x and satisfies x 2 {f (x) − 2} x 2 3 − 3 − 3 f (x) = 0;Also need to compute x⋆ = T−1y⋆ at end


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* Ç £ Q É K % J Í A H " B J ' ;Then set x⋆ = T−1y⋆ • T or M = TTT is called preconditioner • in naive implementation, each iteration requires multiplies by T and TT (and A);PASORESDAT ER i x f ^ A i C Y Z p j J O T x W Z p y сE ʏ ̃N u X T x W Z p S L łȂ Q ł


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