Harmony Perception and Complex Cognition

Talk

Material

• Harmony Perception by Periodicity Detection (Frieder Stolzenburg, 2013):
  tables of computed harmoniousness values, in particular periodicity, for all 2048 possible harmonies consisting of up to 12 semitones

• Happy Birthday in Ten Modes (Frieder Stolzenburg, 2008)

  no.	1	2	3	4	5	6	7	8	9	10
  chord	major	major	suspended	suspended	minor	minor	diminished	augmented	jazz	blues
  melody	major	minor	major	minor	major	minor	minor	major	major	major

References

Frieder Stolzenburg. Harmony perception by periodicity detection. Journal of New Music Research, 2013. Submitted.

Frieder Stolzenburg. Harmony perception by periodicity and granularity detection. In Emilios Cambouropolos, Costas Tsougras, Panayotis Mavromatis, and Konstantinos Pastiadis, editors, Proceedings of 12th International Conference on Music Perception and Cognition and 8th Triennial Conference of the European Society for the Cognitive Sciences of Music, pages 958-959, Thessaloniki, Greece, 2012. [ .pdf ]

Frieder Stolzenburg. A periodicity-based approach on harmony perception including non-western scales. In Steven M. Demorest, Steven J. Morrison, and Patricia Sheehan Campbell, editors, Proceedings of 11th International Conference on Music Perception and Cognition, pages 683-687, Seattle, Washington, USA, 2010. [ .pdf ]

Frieder Stolzenburg and Florian Ruh. Neural networks and continuous time. In CogSys 2010 - 4th International Conference on Cognitive Systems - Collection of Posters, page 42, ETH Zürich, Switzerland, 2010. [ .pdf ]

Frieder Stolzenburg. A periodicity-based theory for harmony perception and scales. In Keiji Hirata, George Tzanetakis, and Kazuyoshi Yoshii, editors, Proceedings of 10th International Society for Music Information Retrieval Conference, pages 87-92, Kobe, Japan, 2009. [ .pdf ]

Frieder Stolzenburg and Florian Ruh. Neural networks and continuous time. In Ute Schmid, Marco Ragni, and Markus Knauff, editors, Proceedings of KI 2009 Workshop Complex Cognition, pages 25-36, Paderborn, 2009. Universität Bamberg. Bamberger Beiträge zur Wirtschaftsinformatik und Angewandten Informatik 82. [ .pdf ]