A. Neuman

most cited

L^{2} \times L^{2} \times L^{2} \to L^{2/3}

boundedness for trilinear multiplier operator

1 citations · 1 across the 4 of their papers we have counts for

collaborators

4 papers

math.CA2020

The pyramid operator

A. Martina Neuman

This paper gives a concept of an integral operator defined on a manifold $M$ consisting of triple of points in $R^{d}$ making up a regular $3$ -simplex with the origin. The…

math.CA2020★ 1 cited

$L^{2} \times L^{2} \times L^{2} \to L^{2/3}$ boundedness for trilinear multiplier operator

A. Martina Neuman

This paper discusses the boundedness of the trilinear multiplier operator $T_{m} (f_{1}, f_{2}, f_{3})$ , when the multiplier satisfies a certain degree of smoothness but with no decaying co…

math.CA2019

Anti-uniformity norms, anti-uniformity functions and their algebras on Euclidean spaces

A. Martina Neuman

Let $k \geq 2$ be an integer. Given a uniform function $f$ - one that satisfies $∥ f ∥_{U (k)} < \infty$ , there is an associated anti-uniform function $g$ - one that satisfied $\|g\|_{…

math.CA2019

Sparse bounds on variational norms along monomial curves

A. Martina Neuman

Consider a monomial curve $γ : R \to R^{d}$ and a family of truncated Hilbert transforms along $γ$ , $H^{γ}$ . This paper addresses the possibility of the point…

The pyramid operator

L2×L2×L2→L2/3 boundedness for trilinear multiplier operator

Anti-uniformity norms, anti-uniformity functions and their algebras on Euclidean spaces

Sparse bounds on variational norms along monomial curves

$L^{2} \times L^{2} \times L^{2} \to L^{2/3}$ boundedness for trilinear multiplier operator