Henrik Shahgholian
- KTH Royal Institute of Technology
- Mathematics
- Full Professor
-
ArticleNon-convexity of level sets in convex rings for semilinear elliptic problems
Indiana University Mathematics Journal 54 (2), 465-471, 2005
Posted by: Henrik Shahgholian
DOIMSC 2010: 35J60 35J25
-
ArticleGlobal solutions of the obstacle problem in half-spaces, and their impact on local stability
Calculus of Variations and Partial Differential Equations 23 (3), 271-279, 2005
Posted by: Henrik Shahgholian
DOIMSC 2010: 35R35 35J25 49J40
-
ArticleFree-boundary regularity for a problem arising in superconductivity
Archive for Rational Mechanics and Analysis 171 (1), 115-128, 2004
Posted by: Henrik Shahgholian
DOIMSC 2010: 82D55 35R35
-
ArticleThe multi-layer free boundary problem for the $p$-Laplacian in convex domains
Interfaces and Free Boundaries. Mathematical Analysis, Computation and Applications 6 (1), 81-103, 2004
Posted by: Henrik Shahgholian
DOIMSC 2010: 35R35 35J60
-
ArticleGlobal solutions of an obstacle-problem-like equation with two phases
Monatshefte für Mathematik 142 (1-2), 27-34, 2004
Posted by: Henrik Shahgholian
DOIMSC 2010: 35R35 35J60
-
ArticleA uniqueness result for an overdetermined problem in non-linear parabolic potential theory
Potential Analysis. An International Journal Devoted to the Interactions between Potential Theory, Probability Theory, Geometry and Functional Analysis 21 (4), 405-414, 2004
Posted by: Henrik Shahgholian
DOIMSC 2010: 35R30 35K55 35N15 35R35 76B03 76D05
-
ArticleRegularity of a free boundary in parabolic potential theory
Journal of the American Mathematical Society 17 (4), 827-869, 2004
Posted by: Henrik Shahgholian
-
ArticleThe structure of the singular set of a free boundary in potential theory
Natsional'naya Akademiya Nauk Armenii. Izvestiya. Matematika 39 (2), 43-58, 2004
Posted by: Henrik Shahgholian
MSC 2010: 35R35 35A20
-
ArticleWhen does the free boundary enter into corner points of the fixed boundary?
Rossiĭskaya Akademiya Nauk. Sankt-Peterburgskoe Otdelenie. Matematicheskiĭ\ Institut im. V. A. Steklova. Zapiski Nauchnykh Seminarov (POMI) 310, 213-225, 229, 2004
Posted by: Henrik Shahgholian
-
ChapterGeneralized mean value property for caloric functions
pp. 891-895, year of publication: 2003
Posted by: Henrik Shahgholian
MSC 2010: 26E60 31B05 35K05
Social share