Question: For given objective function: minimizef(x)=21xT[1004]x+xT[12]+100 Find x3 by applying Nesterov's accelerated gradient (NAG) algorithm with initial point x0=0. We define L as the largest eigenvalue

For given objective function: minimizef(x)=21xT[1004]x+xT[12]+100 Find x3 by applying Nesterov's accelerated gradient (NAG) algorithm with initial point x0=0. We define L as the largest eigenvalue of 2f(x), the constant step size parameter =L1

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