On Lexp and L log L Zygmund's spaces and its r-convexifications: the Orlicz-Luxemburg point of view
© The Author(s) 2025. This article is licensed under a Creative Commons Attribution 4.0 International LicenseThe present paper is devoted to obtain numerical estimations for the equivalences between the Hardy–Littlewood norms of Zygmund’s spaces, Lexp ...
Mayoral Masa, Fernando
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Espacios twisted Hilbert y transformaciones de espacios quasinormados
Programa de Doctorado en Modelización y Experimentación en Ciencia y Tecnología por la Universidad de Extremadura.Esta tesis trata de cómo transformar con continuidad la bola unidad de una quasinorma en otra. El Capítulo 1 trata sobre el espacio Q de las
Morales González, Daniel
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Infrared Image Super-Resolution Reconstruction Based on Quaternion and High-Order Overlapping Group Sparse Total Variation. [PDF]
Liu X, Chen Y, Peng Z, Wu J.
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Fractional Norms and Quasinorms Do Not Help to Overcome the Curse of Dimensionality. [PDF]
Mirkes EM, Allohibi J, Gorban A.
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Konvexita v normovaných lineárních prostorech a v obecnějších prostorech
We study questions concerning convexity and the existence of the nearest point for a given set in spaces equipped with either a norm, or with a more gen- eral functional, namely a quasinorm or an α−norm. We characterize convexity in a Hilbert space.
Zaplatílek, Adam
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The Iterative Reweighted Mixed-Norm Estimate for Spatio-Temporal MEG/EEG Source Reconstruction. [PDF]
Strohmeier D +3 more
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Learning Latent Variable Gaussian Graphical Model for Biomolecular Network with Low Sample Complexity. [PDF]
Wang Y, Liu Q, Yuan B.
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Maximal noncompactness of limiting Sobolev embeddings
We develop a new method suitable for establishing lower bounds on the ball measure of noncompactness of operators acting between considerably general quasinormed function spaces.
Pick, Luboš, Lang, Jan, Mihula, Zdeněk
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Low-Dose CBCT Reconstruction Using Hessian Schatten Penalties. [PDF]
Liu L, Li X, Xiang K, Wang J, Tan S.
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Anisotropic hardy spaces of Musielak-Orlicz type with applications to boundedness of sublinear operators. [PDF]
Li B, Yang D, Yuan W.
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