Musical Similarity in a Polyphonic Context : a Model outside Time
نویسنده
چکیده
In the context of pattern extraction from polyphonic music, we challenge an approach outside time for computing the similarity between two musical sequences which neither modelizes temporal context nor expectancy. If theses notions might play a role in our perception of musical patterns, we propose in a first step to investigate the limits of a system that ignores them. Our approach relies on a new representation of the polyphonic musical sequence which is quantized in equally-spaced beat-segments and on a new definition of the notion of similarity in a polyphonic context. In agreement with ([1], [2]), we think that text-matching methods, or pure mathematical algorithms are not directly convenient for music analysis. We think that the similarity relationships between musical sequences are the result of a cognitive process that implies to evaluate the algorithms in terms of their cognitive relevance. As few experiments have been made on people's cognitive criteria for similarity measuring, we base our criteria on heuristics that were inspired from some musical issues. Three different sets of features have been considered: pitches, pitch contours and rhythm. For each set, a similarity measure is computed. The global similarity value results from the linear combination of the three values. The algorithm was tested on several pieces of music, and interesting results were found. At the same time, new questions were raised on the notion of similarity (this research is part of the European project Cuidado).
منابع مشابه
Musical Pattern Extraction: from Repetition to Musical Structure
In the context of musical analysis, we propose an algorithm that automatically induces patterns from polyphonies. We define patterns as “perceptible repetitions in a musical piece”. We claim that a link can be established between the patterns that we extract and the musical structure of the piece. Our aim is that the patterns we extract are perceptively relevant although several perceptive crit...
متن کاملModeling Musical Context with Word2vec
We present a semantic vector space model for capturing complex polyphonic musical context. A word2vec model based on a skip-gram representation with negative sampling was used to model slices of music from a dataset of Beethoven’s piano sonatas. A visualization of the reduced vector space using t-distributed stochastic neighbor embedding shows that the resulting embedded vector space captures t...
متن کاملAn Analysis of Achievement of the Philosophical Sense of “Extension” in Music, with Interpretaion of Ibn-e Sina’s Explanation an Extension
This research can be considered as one of the studies that seek to explore, in an argumentative way, subtle and solid philosophical concepts in the field of art. The paper provides an analysis of the concept of “extension” in music as one of the most thought-provoking philosophical concepts. The analysis is carried out by interpreting Ibn-Sina’s special conception of musical extension to answer...
متن کاملInstrogram: Probabilistic Representation of Instrument Existence for Polyphonic Music
This paper presents a new technique for recognizing musical instruments in polyphonic music. Since conventional musical instrument recognition in polyphonic music is performed notewise, i.e., for each note, accurate estimation of the onset time and fundamental frequency (F0) of each note is required. However, these estimations are generally not easy in polyphonic music, and thus estimation erro...
متن کاملCorrespondence Analysis, Cross-Autocorrelation and Clustering in Polyphonic Music
This paper proposes to represent symbolic polyphonic musical data as contingency tables based upon the duration of each pitch for each time interval. Exploratory data analytic methods involve weighted multidimensional scaling, correspondence analysis, hierarchical clustering, and general autocorrelation indices constructed from weighted temporal neighborhoods. Beyond the analysis of single poly...
متن کاملذخیره در منابع من
با ذخیره ی این منبع در منابع من، دسترسی به آن را برای استفاده های بعدی آسان تر کنید
عنوان ژورنال:
دوره شماره
صفحات -
تاریخ انتشار 2003