1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.CA2026
Rubio de Francia's Extrapolation Theorem and Sparse Bounds
David Rule
Sparse bounds have proved to be a powerful tool which simplify the understanding of many important operators in harmonic analysis. The existence of a sparse bound for an operator i…
math.CA2026
Sparse Bounds for Rough Fourier Integral Operators
Wellars Banzi, Froduald Minani, Solange Mukeshimana +1
We prove pointwise bounds for rough Fourier integral operators by the Hardy-Littlewood maximal function. We assume the Fourier integral operators have amplitudes in $L^\infty…
q-bio.TO2017★ 1 cited
A two dimensional model of curvilinear blood vessels with layered elastic walls
Arpan Ghosh, Vladimir Kozlov, Sergey Nazarov +1
We present a two dimensional model describing the elastic behaviour of the wall of a curved blood vessel. The wall has a laminate structure consisting of several anisotropic layers…