2015
DOI: 10.1080/17459737.2014.980343
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Attractor tempos for metrical structures

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Cited by 6 publications
(6 citation statements)
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“…In addition, future research might also more closely consider the relationship between measures like IOI, perceived beat and meter, and AMS. Though IOI, AMS, and perceived pulse / meter all have previously reported preferred temporal ranges, which broadly seem to align with each other (e.g., Fraisse, 1963 ; Parncutt, 1994 ; Farbood et al, 2013 ; Gotham, 2015 ; Ding et al, 2017 ), it is likely that IOI, AMS, and perceived pulse / meter do not form a trivial and/or consistent relationship to one another across all timescales.…”
Section: Discussionmentioning
confidence: 84%
“…In addition, future research might also more closely consider the relationship between measures like IOI, perceived beat and meter, and AMS. Though IOI, AMS, and perceived pulse / meter all have previously reported preferred temporal ranges, which broadly seem to align with each other (e.g., Fraisse, 1963 ; Parncutt, 1994 ; Farbood et al, 2013 ; Gotham, 2015 ; Ding et al, 2017 ), it is likely that IOI, AMS, and perceived pulse / meter do not form a trivial and/or consistent relationship to one another across all timescales.…”
Section: Discussionmentioning
confidence: 84%
“…Figure 5 illustrates the contextual nature of IUs with different situations. 7 In two distinct depictions of the tresillo (labeled as a and b), the informational unit corresponds to the 8th note, disregarding if it is explicitly or not present in the rhythm. In (c) the smallest value is clearly the 16th note.…”
Section: Rhythmic Encodingmentioning
confidence: 99%
“…Meter is also one of the parameters (aside phrase structure, contrapuntal structure, pitch spelling, harmony, and key) selected by David Temperley [18] for the elaboration of a computational model focused on the cognition of musical structures, based on a system of preference rules. Mark Gotham [7] proposes to identify the principles that govern the notion of attractor tempos, responsible for the optimization of the salience of certain metric structures. For this purpose, Gotham elaborates a mathematical model capable of quantifying pulse salience, extended then to establish metrical salience values, according to hierarchical levels considered.…”
Section: Introductionmentioning
confidence: 99%
“…Return to text 19. See, for instance, the discussion of the effect of metrical levels on tempo optimization in Gotham 2015. Return to text 20. No parallels with standard mathematical usage should be assumed (such as curly brackets for listing elements in a set).…”
Section: Footnotesmentioning
confidence: 99%
“…Return to text 72. The "symmetry" relations discussed here concern beat ordering in mixed meters, an entirely separate consideration from the "symmetry" relations in the literature on simple meters (such as Leong's [2007] "r180" relation and Gotham 2015). In future work that uses these two types of symmetry concurrently, it may be desirable to distinguish an "O[rder]-Sym" (for beat ordering) from a "P[roportional]-Sym" for proportional schemes.…”
Section: Footnotesmentioning
confidence: 99%