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Localized Key-Finding: Algorithms and ApplicationsPowerPoint Presentation

Localized Key-Finding: Algorithms and Applications

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Localized Key-Finding: Algorithms and Applications

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Localized Key-Finding: Algorithms and Applications

Ilya Shmulevich, Olli Yli-Harja

Tampere University of Technology

Tampere, Finland

October 4, 1999

- Review of key-finding algorithms
- Median-based filters
- Graph-based smoothing of class data
- Application of algorithm to music pattern recognition

Most stable pitch classes should occur most often.

- probe tone profile – set of 12 probe tone ratings for a given key
- 24 profiles (12 major and 12 minor)
- Input to algorithm is a 12 element vector d with elements of total duration of the 12 tones in the examined music.
- Correlate vector dwith 24 profile vectors and produce 24 element vector of correlationsr. The highest correlation is the key.
- Slide window across sequence of notes and run algorithm. The vector of results is t.

rmax

d

t

- A filter window with length k scans through a set of elements and sorts them.
- The middle value is selected as the filter value.
- The window moves one element to the right and repeats the steps.
- Recursive median filters replace some of the input elements with previously selected output elements.
Disadvantage:

Class data cannot be ordered.

Relax requirements of metric space to allow for “distance” between elements of class data.

“Distance” – Based on similarity between two keys.

High similarity corresponds to small distance.

- Testing was done using this method. The output of the algorithm was almost identical to the results from analysis done by ‘experts’.

Used methods discussed to correct pitch error

Types of Pitch Error:

Objective

Perceptual

Less stable elements are poorly remembered. To compute perceptual pitch error, must have knowledge of the key. The localized key-finding algorithm may be used to obtain this.