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Let Γ be a infinite countable group which acts naturally on (cid:3) p (Γ ) . We introduce a modification of mean dimension which is an obstruction for (cid:3) p (Γ ) and (cid:3) q (Γ ) to be Hölder conjugates. To cite this article: A. Gournay, C. R.
D. A. Brannan+1 more
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An Introduction to Functional Analysis in Computational Mathematics
V.I. Lebedev
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Ground level concentrations of nitrogen oxide (NOx) can act as an indicator of air quality in the urban environment. In cities with relatively good air quality, and where NOx concentrations rarely exceed legal limits, adverse health effects on the ...
J. Martínez Torres+5 more
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The Fshape Framework for the Variability Analysis of Functional Shapes [PDF]
This article introduces a full mathematical and numerical framework for treating functional shapes (or fshapes) following the landmarks of shape spaces and shape analysis.
B. Charlier, N. Charon, A. Trouvé
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The Christoffel–Darboux Kernel for Data Analysis
The Christoffel–Darboux kernel, a central object in approximation theory, is shown to have many potential uses in modern data analysis, including applications in machine learning.
J. Lasserre, Edouard Pauwels, M. Putinar
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Two discrete functional analysis tools are established for spaces of piecewise polynomial functions on general meshes: (i) a discrete counterpart of the continuous Sobolev embeddings, in both Hilbertian and non-Hilbertian settings; (ii) a compactness ...
D. A. Pietro, A. Ern
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Mathematical Analysis and Numerical Approximations of Density Functional Theory Models for Metallic Systems [PDF]
Xiaoying Dai+3 more
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The contributions of domain-general abilities and domain-specific knowledge to subsequent mathematics achievement were longitudinally assessed (n = 167) through 8th grade.
D. Geary+3 more
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An Analogue to Functional Analysis in Dialgebras 1
It is the aim of this paper to give the first steps to establish a generalization of functional analysis for dialgebras. In particular we have described families of dialgebras each endowed with a norm and/or an involution. Such an extention could be very
R. Felipe
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Language as resource: a key notion for understanding the complexity of mathematics learning
The thinking of language as resource in mathematics education research has been more metaphorical than conceptual so far. This article provides grounds and reasons for the theorization of language as resource.
Núria Planas
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