Markov-Nikolskii type inequalities for exponential sums on finite intervals
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abstract
Let n : = {0 < 1 < < n} be a set of real numbers. The collection of all linear combinations of e0 t, e1 t, ..., en t over R will be denoted by E (n) : = span {e0 t, e1 t, ..., en t} . Motivated by a question of Michel Weber (Strasbourg) we prove the following couple of theorems. {A formulation is presented}. {A formulation is presented}. 2006 Elsevier Inc. All rights reserved.