Irene Fonseca

Irene Fonseca

Carnegie Mellon University

H-index: 43

North America-United States

About Irene Fonseca

Irene Fonseca, With an exceptional h-index of 43 and a recent h-index of 23 (since 2020), a distinguished researcher at Carnegie Mellon University,

His recent articles reflect a diverse array of research interests and contributions to the field:

The mathematics of thin structures

Vector Field Models for Nematic Disclinations

Homogenization and Phase Separation with Fixed Wells--The Supercritical Case

Homogenization and Phase Separation with Space Dependent Wells: The Subcritical Case

Higher order Ambrosio–Tortorelli scheme with non-negative spatially dependent parameters

Adaptive image processing: first order PDE constraint regularizers and a bilevel training scheme

Dyadic partition-based training schemes for TV/TGV denoising

Variational homogenization: Old and new

Irene Fonseca Information

University

Position

___

Citations(all)

6824

Citations(since 2020)

1947

Cited By

5772

hIndex(all)

43

hIndex(since 2020)

23

i10Index(all)

96

i10Index(since 2020)

45

Email

University Profile Page

Carnegie Mellon University

Google Scholar

View Google Scholar Profile

Top articles of Irene Fonseca

Title

Journal

Author(s)

Publication Date

The mathematics of thin structures

Quarterly of Applied Mathematics

Jean-François Babadjian

Giovanni Di Fratta

Irene Fonseca

Gilles Francfort

Marta Lewicka

...

2023

Vector Field Models for Nematic Disclinations

Journal of Nonlinear Science

Amit Acharya

Irene Fonseca

Likhit Ganedi

Kerrek Stinson

2023/10

Homogenization and Phase Separation with Fixed Wells--The Supercritical Case

arXiv preprint arXiv:2301.07012

Riccardo Cristoferi

Irene Fonseca

Likhit Ganedi

2023/1/17

Homogenization and Phase Separation with Space Dependent Wells: The Subcritical Case

Archive for Rational Mechanics and Analysis

Riccardo Cristoferi

Irene Fonseca

Likhit Ganedi

2023/10

Higher order Ambrosio–Tortorelli scheme with non-negative spatially dependent parameters

Advances in Calculus of Variations

Irene Fonseca

Pan Liu

Xin Yang Lu

2023/10/1

Adaptive image processing: first order PDE constraint regularizers and a bilevel training scheme

Journal of Nonlinear Science

Elisa Davoli

Irene Fonseca

Pan Liu

2023/6

Dyadic partition-based training schemes for TV/TGV denoising

arXiv preprint arXiv:2305.07150

Elisa Davoli

Rita Ferreira

Irene Fonseca

José A Iglesias

2023/5/11

Variational homogenization: Old and new

Rita Ferreira

Irene Fonseca

Raghavendra Venkatraman

2023/12/15

-Convergence of an Ambrosio-Tortorelli approximation scheme for image segmentation

arXiv preprint arXiv:2202.04965

Irene Fonseca

Lisa Maria Kreusser

Carola-Bibiane Schönlieb

Matthew Thorpe

2022/2/10

Global and local energy minimizers for a nanowire growth model

Annales de l'Institut Henri Poincaré C

Irene Fonseca

Nicola Fusco

Giovanni Leoni

Massimiliano Morini

2022/11/4

Anisotropic surface tensions for phase transitions in periodic media

Calculus of variations and partial differential equations

Rustum Choksi

Irene Fonseca

Jessica Lin

Raghavendra Venkatraman

2022/6

Phase separation in heterogeneous media

Riccardo Cristoferi

Irene Fonseca

Raghavendra Venkatraman

2022/4/18

Topics in the mathematical design of materials

Xian Chen

Irene Fonseca

Miha Ravnik

Valeriy Slastikov

Claudio Zannoni

...

2021/7/12

Surface evolution of elastically stressed films

European Mathematical Society Magazine

Irene Fonseca

Giovanni Leoni

2021/6/14

Homogenization of quasi-crystalline functionals via two-scale-cut-and-project convergence

SIAM Journal on Mathematical Analysis

Rita Ferreira

Irene Fonseca

Raghavendra Venkatraman

2021

On the motion of curved dislocations in three dimensions: simplified linearized elasticity

SIAM Journal on Mathematical Analysis

Irene Fonseca

Janusz Ginster

Stephan Wojtowytsch

2021

Erratum to: A homogenization result in the gradient theory of phase transitions

Interfaces and Free Boundaries

Riccardo Cristoferi

Irene Fonseca

Adrian Hagerty

Cristina Popovici

2020/7/6

See List of Professors in Irene Fonseca University(Carnegie Mellon University)