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2014-05-27 Nonlinear Seminar

Adam Nawrocki
The convolution operator defined on the space of Levitan almost periodic functions.

It is known, that the convolution of a bounded, Levitan almost periodic function with a $$ L^1(\mathbb{R}) $$ function is a bounded, Levitan almost periodic function. During this lecture we shall discuss the result we will receive when unbounded Levitan almost periodic functions are used.

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