Wavelet Analysis for Authentication
Siwei Lyu, Dan Rockmore and Hany Farid
Art+Math=X, Boulder, CO, 2005

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In this paper we present some recent results in using a multi-scale, multi-orientation decomposition analysis (e.g., wavelets) of high resolution digitized versions of drawings and paintings as an aid to authentication. To date, most techniques for authentication in the arena of paintings and drawings have relied on some mixture of physical forensics (e.g., material dating), historical documentation (i.e., the work's provenance), as well as the opinion of the connoisseur, a person with a lifetime of experience in viewing works by the artist in question. Our preliminary results indicate that various statistics acquired from the wavelet decomposition of a work seem to provide a "digital signature" of the artist, in the sense that the statistics of works of a given class by the same artist cluster together, while remaining apart from imitations.


Related material: pnas04
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