Results 91 to 100 of about 204,919 (207)
L p regularity of averages over curves and bounds for associated maximal operators
We prove that for a finite type curve in R 3 the maximal operator generated by dilations is bounded on L for sufficiently large p. We also show the endpoint L regularity result for the averaging operators for large p.
Regularity Of Averages +2 more
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Extensions of metric regularity
This article is devoted to some extensions of the metric regularity property for mappings between metric or Banach spaces. Several new concepts are investigated in a unified manner: uniform metric regularity, metric regularity along a subspace, metric ...
Kruger, Alexander +3 more
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The Agreement between Wearable Sensors and Force Plates for the Analysis of Stride Time Variability
The variability and regularity of stride time may help identify individuals at a greater risk of injury during military load carriage. Wearable sensors could provide a cost-effective, portable solution for recording these measures, but establishing their
Patrick Slattery +5 more
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Families of Regular Graphs in Regular Maps
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
openaire +3 more sources
The paper considers mathematical modeling of radiation defect formation processes in materials under ion irradiation. Algorithms for calculating cascade probability functions (CPF) taking into account energy, spectra of primary knocked out atoms (PKA ...
T.A. Shmygaleva, A.A. Konysbayeva
doaj
Strong Topological Regularity and Weak Regularity of Banach Algebras [PDF]
In this article we study two different generalizations of von Neumann regularity, namely strong topological regularity and weak regularity, in the Banach algebra context.
G.H. Esslamzadeh
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On Pacard's regularity for the equation $-Delta u = u^p$
It is shown that the singular set for a positive solution of the PDE $-Delta u = u^p$ has Hausdorff dimension less than or equal to $n - 2p'$, as conjectured by Pacard [12 in 1993.
David R. Adams
doaj
Non-symmetric convergence and regularity
We study regularity in quasi-convergence spaces and biconvergence spaces. We show that a notion weaker than the usually considered pairwise regularity is sufficient in important applications.
Gunther Jäger
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A Unified view of (Complete) Regularity and Certain Variants of (Complete) Regularity
Regularity and complete regularity are important topological properties and several generalizations of them occur in the literature on separation axioms.
J. K. Kohli
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On the regularity of the Monge-Ampère equation
reservedIn this thesis we analyze the Monge-Ampère equation and the properties of its solutions. We construct weak solutions showing their existence and uniqueness.
FAVARO, GABRIELE
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