Polynomial Wavelets with Application to Evoked EEG Oscillations
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Bernd Fischer
Institute of Mathematics
Medical University of Lubeck

Abstract
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In this talk we present a unified approach for the construction of
polynomial wavelets. This novel approach is based on the
properties of orthogonal polynomials and in particular on the
theory of kernel polynomials.

Several examples illustrate the new approach.
In particular, we apply the polynomial wavelet scheme to signals
obtained by visual cortex recordings of auditory and visual evoked
potentials in the human brain.

The obtained results strongly support the suggestion that alpha
oscillations in the corresponding EEG are event-related oscillations.