, 2019 The estimation of the modulus of algebraic polynomials on the boundary contour with weight function, having some singularities, with respect to the their quasinorm, on the weighted Lebesgue space was studied in this current ...
Ozkartepe, P., Abdullayev, F. G.
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Estimates of Discrete Probability Distributions for Applications
, 2016 Master's thesis is focused on solution of the statistical problem to find a probability distribution of a discrete random variable on the basis of the observed data. These estimates are obtained by minimizing pseudo-quasinorm which is introduced here.The
Mašek, Jakub
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Sharp Lorentz estimates for dyadic-like maximal operators and related Bellman functions [PDF]
, 2014 We precisely evaluate Bellman type functions for the dyadic maximal opeator on Rn and of maximal operators on martingales related to local Lorentz type estimates.
Antonios D. Melas +1 more
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Analysis and finite element approximation of a nonlinear stationary stokes problem arising in glaciology [PDF]
, 2011 The aim of this paper is to study a nonlinear stationary Stokes problem with mixed boundary conditions that describes the ice velocity and pressure fields of grounded glaciers under Glen's flow law. Using convex analysis arguments, we prove the existence
Jouvet, G., Rappaz, J.
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MEG/EEG source imaging with a non-convex penalty in the time-frequency domain
, 2015 International audienceDue to the excellent temporal resolution, MEG/EEG source imaging is an important measurement modality to study dynamic processes in the brain. As the bioelectromagnetic inverse problem is ill-posed, constraints have to be imposed on
Strohmeier, Daniel +2 more
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Sharp Lorentz Estimates for Dyadic-like Maximal Operators and Related Bellman Functions
, 2017 We precisely evaluate Bellman-type functions for the dyadic maximal operator on Rn and of maximal operators on martingales related to local Lorentz-type estimates.
Nikolidakis, E.N., Melas, A.D.
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Numerical approximation of regularized non-convex elliptic optimal control problems by the finite element method [PDF]
, 2022 We investigate the numerical approximation of an elliptic optimal control problem which involves a nonconvex local regularization of the $L^q$-quasinorm penalization (with $q\in(0,1)$) in the cost function.
Nenjer, Alexander, Merino, Pedro
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Minimizing the distortions in electrophysiological source imaging of cortical oscillatory activity via Spectral Structured Sparse Bayesian Learning. [PDF]
Front Neurosci, 2023 Paz-Linares D +11 more
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Some surjectivity results for a class of multivalued maps and applications
, 1987 Let X be a Banach space over k (R or $ℂ$) and let $F:X→ X$ be a multivalued upper semicontinuous (u.s.c.) map with acyclic values. In [MV] Martelli and Vignoli extended to multivalued maps F the definition of a quasinorm of F (notation $|F|$) given by ...
Conti, G., Carbone, A.
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Entanglement entropy and hyperuniformity of Ginibre and Weyl-Heisenberg ensembles. [PDF]
Lett Math Phys, 2023 Abreu LD.
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