Trilinear smoothing inequalities and a variant of the triangular Hilbert transform
Lebesgue space inequalities are proved for a variant of the triangular Hilbert transform
involving curvature. The analysis relies on a crucial trilinear smoothing inequality developed …
involving curvature. The analysis relies on a crucial trilinear smoothing inequality developed …
Singular Brascamp–Lieb: a survey
Singular Brascamp–Lieb: A Survey | SpringerLink Skip to main content Advertisement
SpringerLink Account Menu Find a journal Publish with us Track your research Search Cart …
SpringerLink Account Menu Find a journal Publish with us Track your research Search Cart …
Norm variation of ergodic averages with respect to two commuting transformations
We study double ergodic averages with respect to two general commuting transformations
and establish a sharp quantitative result on their convergence in the norm. We approach the …
and establish a sharp quantitative result on their convergence in the norm. We approach the …
Density theorems for anisotropic point configurations
V Kovač - Canadian journal of mathematics, 2022 - cambridge.org
Several results in the existing literature establish Euclidean density theorems of the
following strong type. These results claim that every set of positive upper Banach density in …
following strong type. These results claim that every set of positive upper Banach density in …
Large dilates of hypercube graphs in the plane
V Kovač, B Predojević - Analysis Mathematica, 2024 - Springer
We study a distance graph Γ n that is isomorphic to the 1-skeleton of an n-dimensional unit
hypercube. We show that every measurable set of positive upper Banach density in the …
hypercube. We show that every measurable set of positive upper Banach density in the …
[HTML][HTML] T (1) theorem for dyadic singular integral forms associated with hypergraphs
M Stipčić - Journal of mathematical analysis and applications, 2020 - Elsevier
This paper studies dyadic singular integral forms associated with r-partite r-uniform
hypergraphs such that all their connected components are complete. We characterize their L …
hypergraphs such that all their connected components are complete. We characterize their L …
Convergence of ergodic–martingale paraproducts
In this note we introduce a sequence of bilinear operators that unify ergodic averages and
backward martingales in a nontrivial way. We establish its convergence in a range of L p …
backward martingales in a nontrivial way. We establish its convergence in a range of L p …
Bellman functions and estimates for paraproducts
We give an explicit formula for one possible Bellman function associated with the $ L^ p $
boundedness of dyadic paraproducts regarded as bilinear operators or trilinear forms. Then …
boundedness of dyadic paraproducts regarded as bilinear operators or trilinear forms. Then …
Boundedness of some multi-parameter fiber-wise multiplier operators
F Bernicot, P Durcik - arXiv preprint arXiv:2007.02211, 2020 - arxiv.org
arXiv:2007.02211v1 [math.CA] 5 Jul 2020 Page 1 arXiv:2007.02211v1 [math.CA] 5 Jul 2020
BOUNDEDNESS OF SOME MULTI-PARAMETER FIBER-WISE MULTIPLIER OPERATORS …
BOUNDEDNESS OF SOME MULTI-PARAMETER FIBER-WISE MULTIPLIER OPERATORS …
Multilinear singular integrals associated with hypergraphs
M Stipčić - 2020 - repozitorij.pmf.unizg.hr
Sažetak This work contributes to the theory of entangled multilinear singular integral forms
by giving the first characterizations of\(L^ p\) boundedness of dyadic versions of these forms …
by giving the first characterizations of\(L^ p\) boundedness of dyadic versions of these forms …