In this exercise, you derive a bound on the largest absolute value of the derivative of a
Question:
In this exercise, you derive a bound on the largest absolute value of the derivative of a polynomial of a given order, in terms of the size of the coefficients1. For ω ∈ Rk+1, we define the polynomial pω , with values
Show that, for any p ≥ 1
where ν = (ω2, . . . ,ωk+1) ∈ Rk, and
Transcribed Image Text:
Pw (x) = W₁ + W₂x + ... + Wk+1xk.
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Related Book For
Optimization Models
ISBN: 9781107050877
1st Edition
Authors: Giuseppe C. Calafiore, Laurent El Ghaoui
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