1990
DOI: 10.2307/40285472
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Categorization of Musical Patterns by Self-Organizing Neuronlike Networks

Abstract: Simulations of self-organizing neuronlike networks are used to demonstrate how untrained listeners might be able to sort their perceptions of dozens of diverse musical features into stable, meaningful schemata. A presentation is first made of the salient characteristics of such networks, especially the adaptive- resonance-theory (ART) networks proposed by Stephen Grossberg. Then a discussion follows of how a computer simulation of a four-level ART network—a simulation dubbed L'ART pour l'art—independently cate… Show more

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Cited by 75 publications
(33 citation statements)
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“…Some models simulate more complex aspects of music learning and perception, such as categorization and memory of feature patterns. Gjerdingen (1990) exposed a four-level network based on Grossberg's (1987) adaptive resonance theory to early works of Mozart. The input layer codes music theoretic concepts (i.e., harmonic tritone, contrapuntal dissonance) and low-level music features (i.e., melodic contour, pitch of the major diatonic scale plus a unit for the alterations of flat and sharp).…”
Section: Models Of Distributed Knowledge Representationmentioning
confidence: 99%
“…Some models simulate more complex aspects of music learning and perception, such as categorization and memory of feature patterns. Gjerdingen (1990) exposed a four-level network based on Grossberg's (1987) adaptive resonance theory to early works of Mozart. The input layer codes music theoretic concepts (i.e., harmonic tritone, contrapuntal dissonance) and low-level music features (i.e., melodic contour, pitch of the major diatonic scale plus a unit for the alterations of flat and sharp).…”
Section: Models Of Distributed Knowledge Representationmentioning
confidence: 99%
“…Expectancies concerning the upcoming "what" of a melody have been extensively investigated in previous psychological studies and incorporated into computer simulations of musical processing (Bharucha, 1987a(Bharucha, , 1987b(Bharucha, , 1989Gjerdingen, 1989Gjerdingen, , 1990. Within the context of laboratory experimentation, expectancies have often been investigated with production tasks, in which subjects are presented with an initial melodic context and asked to predict a future interval through vocal (Carlsen, 1981;Unyk & Carlsen, 1987) or keyboard responses (Abe & Hoshino, 1990;Schmuckler, 1990).…”
Section: Experiments 1 Expectancy Ratingsmentioning
confidence: 99%
“…Two examples are the combination of octaveequivalent pitch categories into melodies and chords, and the combination of these chords. These patterns are far removed from the harmonic structure of individual tones, and most attempts to explain the recognition of and memory for structure at these levels inescapably resort to the prior existence of representations for octave-equivalent pitch categories (e.g., Bharucha, 1987;Deutsch & Feroe, 1981;Dowling, 1978;Gjerdingen, 1990;Krumhansl, 1979Krumhansl, , 1990Lerdahl & JackendoIT, 1983).…”
Section: Learning Octave Equivalence By Neural Self-organizationmentioning
confidence: 99%
“…Even though such models were developed soon afterward (Grossberg, 1970(Grossberg, , 1972(Grossberg, , 1976von der Malsberg, 1973), they are only beginning to be widely understood, as witnessed by recent variants (Kohonen, 1984; Rumelhart & McClelland, 1986). With some exceptions (e.g., Laden & Keefe, 1989), recent work on neural net learning in audition has been focused on larger musical structure (Bharucha, 1991;Gjerdingen, 1990). …”
mentioning
confidence: 98%