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Obstacle problem
An Obstacle Problem in a Plane Domain with Two Solutions
Regularity for Obstacle Problems in Infinite Dimensional Hilbert
Arxiv:1707.00992V1 [Math.AP] 4 Jul 2017
Free Boundary Regularity in Obstacle Problems
Arxiv:1905.06146V5 [Math.AP] 5 Jun 2020
Arxiv:1903.00429V1
Free Boundary Problems of Obstacle Type, a Numerical and Theoretical Study
The Obstacle Problem
Regularity of Free Boundaries in Obstacle-Type Problems
OBSTACLE PROBLEMS: THEORY and APPLICATIONS by Borjan
On the Obstacle Problem for the 1D Wave Equation A
Generalized Derivatives for the Solution Operator of the Obstacle Problem
An Introduction to Obstacle Problems
An Inversion of the Obstacle Problem and Its Explicit Solution Annali Della Scuola Normale Superiore Di Pisa, Classe Di Scienze 4E Série, Tome 6, No 4 (1979), P
Arxiv:2011.03299V1 [Math.AP]
An Overview of the Obstacle Problem
Obstacle Problems and Free Boundaries: an Overview
1. the Fractional Obstacle Problem the Obstacle Problem Is a Fundamental
Top View
Regularity of Free Boundaries in Obstacle Problems
Finite Element Methods for the Displacement Obstacle Problem of Clamped Plates
A Penalty Method for Some Nonlinear Variational Obstacle Problems∗
Arxiv:2101.06863V3 [Math.AP]
Uzawa-Type Methods for the Obstacle Problem Masterarbeit
The Obstacle Problem
An Obstacle Problem for Elastic Graphs
Arxiv:1910.08730V1 [Math.AP] 19 Oct 2019 of the General Theory
Thin Obstacle Problem: Estimates of the Distance to the Exact Solution
On the One-Dimensional Parabolic Obstacle Problem with Variable Coefficients Adrien Blanchet, Jean Dolbeault, Régis Monneau
The Obstacle Problem for Second Order Elliptic Operators in Nondivergence Form
The Classical Obstacle Problem with Coefficients in Fractional Sobolev
On the One-Dimensional Parabolic Obstacle Problem with Variable Coefficients
The Classical Obstacle Problem with Coefficients in Fractional Sobolev
A Review of the Double Obstacle Problem
The Double Obstacle Problem on Metric Spaces
Regularity of Solutions of Obstacle Problems for Elliptic Equations with Oblique Boundary Conditions
Parabolic Obstacle Problems Applied to Finance a Free-Boundary-Regularity Approach
Variational Obstacle Problems Existence, Regularity and Applications
Modified Duality Method for Obstacle Problem
Summary of Summer Analysis REU
An $L^1$ Penalty Method for General Obstacle Problems
Biharmonic Obstacle Problem: Guaranteed and Computable Error Bounds for Approximate Solutions
Sharp Results for the Regularity and Stability of the Free Boundary in the Obstacle Problem
A Calculus of Variations Method for Planning Paths Around Obstacles in Euclidean Space
Infinite-Dimensional Projected Dynamics and the 1
THE OBSTACLE PROBLEM L.A. Caffarelli Department of Mathematics and TICAM the University of Texas at Austin Austin, TX 78712-1082