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Problem 5
Classify (local and global) the stationary points of f: R² → R, ƒ(x) = x¹Qx+b¹x where
a/2
Q
= (a/2 °1²) = and b = (1, 2) for a € R. Consider all possibilities depending on a.
Classify (local and global) the stationary points of f: R² → R, ƒ(x) = x¹Qx+b¹x where
a/2
Q
= (a/2 °1²) = and b = (1, 2) for a € R. Consider all possibilities depending on a.
