Question: Given b R2, is the closest point on a line L unique when distance is measured in (a) The Euclidean norm? (b) The 1-norm?

Given b ∈ R2, is the closest point on a line L unique when distance is measured in
(a) The Euclidean norm?
(b) The 1-norm?
(c) The ∞-norm?

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a Uniqueness is assured in the Euclidean norm See the following exercise ... View full answer

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