Fingering Watermarking in Symbolic Digital Scores

We propose a new watermarking method that hides the writer’s identity into symbolic musical scores featuring fingering annotations. These annotations constitute a valuable part of the symbolic representation, yet they can be slightly modified without altering the quality of the musical information. The method applies a controlled distortion of the existing fingerings so that unauthorized copies can be identified. The proposed watermarking method is robust against attacks like random fingering alterations and score cropping, and its detection does not require the original fingering, but only the suspect one. The method is general and applies to various fingering contexts and instruments.

[1]  Hirokazu Kameoka,et al.  Automatic Decision of Piano Fingering Based on a Hidden Markov Models , 2007, IJCAI.

[2]  David Gross-Amblard,et al.  XML Streams Watermarking , 2006, DBSec.

[3]  Martin Schmucker,et al.  Capacity improvement for a blind symbolic music score watermarking technique , 2002, IS&T/SPIE Electronic Imaging.

[4]  Christoph Busch,et al.  Digital watermarking for the protection of music scores , 2001, IS&T/SPIE Electronic Imaging.

[5]  Martin Schmucker,et al.  Music score watermarking by clef modifications , 2003, IS&T/SPIE Electronic Imaging.

[6]  Peter J. Haas,et al.  Watermarking relational data: framework, algorithms and analysis , 2003, The VLDB Journal.

[7]  Martin Schmucker,et al.  High capacity information hiding in music scores , 2001, Proceedings First International Conference on WEB Delivering of Music. WEDELMUSIC 2001.

[8]  Judith Wusteman Document Type Definition (DTD) , 2010 .

[9]  AgrawalRakesh,et al.  Watermarking relational data: framework, algorithms and analysis , 2003, VLDB 2003.

[10]  Paolo Nesi,et al.  Watermarking Music Sheets , 2001, IEEE Pacific Rim Conference on Multimedia.

[11]  Christopher Raphael,et al.  A Simple Algorithm for Automatic Generation of Polyphonic Piano Fingerings , 2007, ISMIR.

[12]  W. Hoeffding Probability Inequalities for sums of Bounded Random Variables , 1963 .

[13]  Radu Sion,et al.  Rights protection for discrete numeric streams , 2006, IEEE Transactions on Knowledge and Data Engineering.

[14]  Craig Stuart Sapp Online Database of Scores in the Humdrum File Format , 2005, ISMIR.