= Differentiable vector–valued functions from Euclidean space
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A differentiable vector-valued function is a function that assigns a vector in a vector space (such as \\(\\mathbb\{R\}^n\\)) to every point in its domain, typically another space like \\(\\mathbb\{R\}^m\\). These functions can be thought of as generalizing scalar functions, where instead of producing a single scalar value, they produce a vector output.
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