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#rosenbrock

1 question from Optimization & Calculus

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Question 1: Short answer

mediumAI-checkedOptimization & Calculus

The Rosenbrock function, a standard test problem for optimizers, is f(x,y)=100(y−x2)2+(1−x)2f(x, y) = 100(y - x^2)^2 + (1 - x)^2; its minimum f=0f = 0 lies at (1,1)(1, 1). At the point (0,0.5)(0, 0.5), the partial derivative with respect to xx is and the partial derivative with respect to yy is .

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