• Aucun résultat trouvé

Inference of an explanatory variable from observations in a high-dimensional space: Application to high-resolution spectra of stars

N/A
N/A
Protected

Academic year: 2021

Partager "Inference of an explanatory variable from observations in a high-dimensional space: Application to high-resolution spectra of stars"

Copied!
7
0
0

Texte intégral

Références

Documents relatifs

For any connected, topological space X, XK shall denote the space of continuous maps of K into X equipped with the compact- open topology.. The example in the

Abstract: For the last three decades, the advent of technologies for massive data collection have brought deep changes in many scientific fields. What was first seen as a

To globally share high-quality content on cultural heritage objects, we must consider to effectively associate objects with various levels of knowledgeable but subjective

In any 3-dimensional warped product space, the only possible embedded strictly convex surface with constant scalar curvature is the slice sphere provided that the embedded

The goal of the article is the use of the hypercomplex number in a three-dimensional space to facilitate the computation of the amplitude and the probability of the superposition

The particular institutional position of the Commission within the multiple networks that transform the idea of Europe into a concrete world opens a privileged

Three versions of the MCEM algorithm were proposed for comparison with the SEM algo- rithm, depending on the number M (or nsamp) of Gibbs iterations used to approximate the E

Abstract: For the last three decades, the advent of technologies for massive data collection have brought deep changes in many scientific fields. What was first seen as a