Modeling the multiscale structure of chord sequences using polytopic graphs

Second, in the specific case of the heat diffusion kernel applied to a graph structure, we capitalized on the polynomial properties of the Chebyshev coefficients to factorize

The tablet of nacre, the biocrystal, does diffract as a single crystal but is made up of a continuous organic matrix (intracrystalline organic matrix), which breaks the mineral up

With the proposed approach, it is then possible to obtain a decomposition inte- grating nonlocal information for images, point clouds, or meshes (see [8] for an alternative

The determination of block labels is achieved by identifying distinctive semiotic properties across morpho-syntagmatic systems (paradigmatic analysis) and by taking into account the

We studied the modeling of musical chord sequences via probabilistic N-grams, focusing on the improvement of the robustness of the models to different data. We

This article is a contribution towards one particular aspect of music structure: it proposes and investigates a multiscale model of the inner organization of musical segments, which

Then, in section 3, we assess the relevance of the recon- figuration scheme (and its underlying hypotheses): we re- port on a perceptual test where subjects are asked to rate

In this case the lattice friction is commonly described through the Peierls stress σ p (Fig. At finite temperature, dislocations glide at stresses lower than the