Loredana Lanzani | Academic Influence

Loredana Lanzani's AcademicInfluence.com Rankings

Loredana Lanzani

Mathematics

#5673

World Rank

#7973

Historical Rank

Algebraic Geometry

#250

World Rank

#261

Historical Rank

Measure Theory

#5177

World Rank

#6125

Historical Rank

mathematics Degrees

Download Badge

Mathematics

Loredana Lanzani's Degrees

PhD Mathematics University of Milan
Bachelors Mathematics University of Milan

Similar Degrees You Can Earn

Best Online Bachelor's in Math 2025

Why Is Loredana Lanzani Influential?

(Suggest an Edit or Addition)

According to Wikipedia, Loredana Lanzani is an Italian-American mathematician specializing in harmonic analysis, partial differential equations, and complex analysis. She is a professor of mathematics at Syracuse University.

(See a Problem?)

Loredana Lanzani's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Szegö and Bergman projections on non-smooth planar domains (2004) (77)
A note on div curl inequalities (2005) (64)
On the Robin Boundary Condition for Laplace's Equation in Lipschitz Domains (2005) (62)
Cauchy-type integrals in several complex variables (2013) (54)
The Bergman projection in $L^p$ for domains with minimal smoothness (2012) (53)
The Cauchy integral in Cn for domains with minimal smoothness (2014) (35)
The mixed problem in Lp for some two-dimensional Lipschitz domains (2005) (28)
Szegő projections for hardy spaces of monogenic functions and applications (2002) (24)
Harmonic Measure: Geometric and Analytic Points of View (2005) (23)
The Poisson's problem for the Laplacian with Robin boundary condition in non-smooth domains (2006) (20)
The spectrum of the Leray transform for convex Reinhardt domains in C2 (2009) (19)
Harmonic Analysis and Boundary Value Problems (2001) (18)
The Cauchy–Szegő projection for domains in $\mathbb{C}^{n}$ with minimal smoothness (2015) (17)
The Cauchy-Leray integral: counter-examples to the L^p-theory (2017) (13)
Hardy Spaces of Holomorphic Functions for Domains in ℂn with Minimal Smoothness (2016) (11)
THE LERAY TRANSFORM ON WEIGHTED BOUNDARY SPACES FOR CONVEX REINHARDT DOMAINS IN C 2 (2009) (11)
Szego projection versus potential theory for non-smooth planar domains (1999) (10)
The role of an integration identity in the analysis of the Cauchy-Leray transform (2017) (8)
Harmonic Analysis Techniques in Several Complex Variables (2014) (7)
Hardy spaces for a class of singular domains (2020) (5)
On div-curl for higher order (2014) (5)
Bergman versus Szego via conformal mapping (2009) (4)
HIGHER ORDER ANALOGUES OF EXTERIOR DERIVATIVE (2013) (3)
On Regularity and Irregularity of Certain Holomorphic Singular Integral Operators (2019) (3)
Regularity of a $$\overline{\partial }$$-Solution Operator for Strongly $$\mathbf{C}$$-Linearly Convex Domains with Minimal Smoothness (2019) (2)
Regularity of a @ -Solution Operator for Strongly C-Linearly Convex Domains with Minimal Smoothness (2019) (2)
The Cauchy Integral in $\mathbb C^n$ for domains with minimal smoothness (2013) (2)
The Commutator of the Cauchy--Szeg\H{o} Projection for Domains in $\mathbb C^n$ with Minimal Smoothness (2020) (1)
Symmetrization estimates for Cauchy-like kernels, Part II: restricted sets (2020) (1)
The Cl n -Valued Robin Boundary Value Problem on Lipschitz Domains in ℝ n (2001) (1)
Symmetrization of a Family of Cauchy-Like Kernels: Global Instability (2020) (1)
Symmetrization of a Cauchy-like kernel on curves (2020) (1)
The spectrum of the Leray transform for convex Reinhardt domains in $\mathbb C^2$ (2007) (1)
Chapter Eleven. On Div-Curl for Higher Order (2014) (1)
Hardy spaces of holomorphic functions for domains in $\mathbb C^n$ with minimal smoothness (2015) (1)
Harmonic analysis and boundary value problems : selected papers from the 25th University of Arkansas spring lecture series "Recent Progress in the Study of Harmonic Measure from a Geometric and Analytic Point of View", March 2-4, 2000, Fayetteville, Arkansas (2001) (1)
From the geometry of a domain to its potential theory (2005) (0)
The Leray transform on weighted boundary spaces for convex Reinhardt domains in $\mathbb C^2$ (2007) (0)
The relation between potential theory and geometry for planar domains (2005) (0)
Further results on Reifenberg flat and chord arc domains (2005) (0)
0 Ja n 20 19 ON REGULARITY AND IRREGULARITY OF CERTAIN HOLOMORPHIC SINGULAR INTEGRAL OPERATORS (2019) (0)
A new perspective on the Cauchy transform for non-smooth domains in the plane and applications (1997) (0)
From potential theory to the geometry of a domain (2005) (0)
Motivation and statement of the main results (2005) (0)
Elias M. Stein (1931–2018) (2021) (0)
The Cauchy-Szeg\H{o} Projection and its commutator for domains in $\mathbb C^n$ with minimal smoothness: Optimal bounds (2020) (0)
Hardy space properties of the cauchy kernel function for a strictly convex planar domain (2013) (0)
Report for BIRS Workshop 16 rit 691 : New applications of Menger Curvature to Complex Analysis (2016) (0)
Preliminary results in potential theory (2005) (0)
Higher codimension and further regularity results (2005) (0)
The role of an integration identity in the analysis of the Cauchy-Leray transform (2017) (0)
On the role of integration by parts in the analysis of the Cauchy-Leray integral (2017) (0)
The Commutator of the Bergman Projection on Strongly Pseudoconvex Domains with Minimal Smoothness (2022) (0)
HARMONIC ANALYSIS TECHNIQUES IN SEVERAL COMPLEX VARIABLES SU UN’ APPLICAZIONE DELL’ ANALISI ARMONICA REALE ALL’ANALISI COMPLESSA IN PIU’ VARIABILI (2015) (0)
Symmetrization estimates for Cauchy-like kernels, Part I: Global Results (2020) (0)
Reifenberg flat and chord arc domains (2005) (0)
Taylor series of conformal mappings onto symmetric quadrilaterals (2015) (0)

This paper list is powered by the following services:

Other Resources About Loredana Lanzani

en.wikipedia.org

What Schools Are Affiliated With Loredana Lanzani?

Loredana Lanzani is affiliated with the following schools: