Bernstein's inequality connecting the norms of a (trigonometric) polynomial
with the norm of its derivative is 100 years old. The talk will discuss some
recent developments concerning Bernstein's inequality: inequalities
with doubling weights, inequalities on general compact subsets of
the real line or on a system of Jordan curves.
The beautiful Szego-Schaake–van der Corput generalization
will also be mentioned along with some of its recent variants.
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