In this paper some orthogonal functions defined by the Riemann zeta function are studied. In particular, it is shown that they generalize the harmonic functions and are related to the harmonic wavelets. Through their plots it is seen that they are bounded, self crossing with some typical symmetries.
Family of Curves Based on Riemann Zeta Function
CATTANI, Carlo
2011-01-01
Abstract
In this paper some orthogonal functions defined by the Riemann zeta function are studied. In particular, it is shown that they generalize the harmonic functions and are related to the harmonic wavelets. Through their plots it is seen that they are bounded, self crossing with some typical symmetries.File in questo prodotto:
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