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Emanuel Indrei

Carnegie Mellon University

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Publication

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Analysis & PDE | 2016

Nontransversal intersection of free and fixed boundaries for fully nonlinear elliptic operators in two dimensions

Emanuel Indrei; Andreas Minne

In the study of classical obstacle problems, it is well known that in many configurations the free boundary intersects the fixed boundary tangentially. The arguments involved in producing results o ...

Discrete and Continuous Dynamical Systems | 2016

Quantitative logarithmic Sobolev inequalities and stability estimates

Max Fathi; Emanuel Indrei; Michel Ledoux

Annales De L Institut Henri Poincare-analyse Non Lineaire | 2016

Regularity of solutions to fully nonlinear elliptic and parabolic free boundary problems

Emanuel Indrei; Andreas Minne

Advances in Mathematics | 2015

On the stability of the polygonal isoperimetric inequality

Emanuel Indrei; Levon Nurbekyan

Mathematical Research Letters | 2014

Obstructions to regularity in the classical Monge problem

Maria Colombo; Emanuel Indrei

arXiv: Analysis of PDEs | 2017

Regularity of solutions in semilinear elliptic theory

Emanuel Indrei; Andreas Minne; Levon Nurbekyan

Communications in Analysis and Geometry | 2016

Regularity of shadows and the geometry of the singular set associated to a Monge–Ampère equation

Emanuel Indrei; Levon Nurbekyan

arXiv: Analysis of PDEs | 2015

A sharp lower bound on the polygonal isoperimetric deficit

Emanuel Indrei

arXiv: Analysis of PDEs | 2018

Boundary regularity and non-transversal intersection for the fully nonlinear obstacle problem.

Emanuel Indrei

arXiv: Analysis of PDEs | 2018

Non-transversal intersection of the free and fixed boundary in the mean-field theory of superconductivity.

Emanuel Indrei

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Andreas Minne

Royal Institute of Technology

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Levon Nurbekyan

Instituto Superior Técnico

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Michel Ledoux

Institut Universitaire de France

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Levon Nurbekyan

Instituto Superior Técnico

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