
- Proceedings of Equadiff-11 2005, pp. 415425
- CLASSICAL SOLUTIONS OF MULTIDIMENSIONAL HELE--SHAW JOACHIM ESCHER + AND GIERI SIMONETT #
- Arch. Math. 82 (2004) 415431 0003889X/04/05041517
- PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
- Center Manifolds for Quasilinear ReactionDiffusion Systems
- WELL-POSEDNESS OF A TWO-PHASE FLOW WITH SOLUBLE DIETER BOTHE, JAN PRUSS, AND GIERI SIMONETT
- ON THE STEFAN PROBLEM WITH SURFACE TENSION JOACHIM ESCHER, JAN PR
- Classical solutions for the quasistationary Stefan problem with surface tension
- CLASSICAL SOLUTIONS OF MULTIDIMENSIONAL HELESHAW JOACHIM ESCHER AND GIERI SIMONETT
- journal of differential equations 143, 267 292 (1998) A Center Manifold Analysis for
- PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
- THE SURFACE DIFFUSION FLOW FOR IMMERSED HYPERSURFACES
- Z .Journal of Mathematical Analysis and Applications 234, 660 674 1999 Article ID jmaa.1999.6395, available online at http:rrwww.idealibrary.com on
- Differential and Integral Equations Volume 14, Number 8, August 2001, Pages 10051014 THE WILLMORE FLOW NEAR SPHERES
- -CALCULUS FOR THE SUM OF NON-COMMUTING JAN PRUSS AND GIERI SIMONETT
- EXISTENCE OF ANALYTIC SOLUTIONS FOR THE CLASSICAL STEFAN PROBLEM
- Manuscript submitted to Website: http://AIMsciences.org AIMS' Journals
- Di#erential and Integral Equations Volume 14, Number 8, August 2001, Pages 1005--1014 THE WILLMORE FLOW NEAR SPHERES
- A NEW APPROACH TO THE REGULARITY OF SOLUTIONS FOR PARABOLIC EQUATIONS
- On HeleShaw models with surface tension Joachim ESCHER and Gieri SIMONETT
- ANALYTICITY OF THE INTERFACE IN A FREE BOUNDARY PROBLEM
- ANALYTICITY OF SOLUTIONS TO FULLY NONLINEAR PARABOLIC EVOLUTION EQUATIONS
- A numerical scheme for axisymmetric solutions of curvature driven free boundary problems,
- A numerical scheme for axisymmetric solutions of curvature driven free boundary problems,
- STABILITY OF EQUILIBRIA FOR THE STEFAN PROBLEM WITH SURFACE TENSION
- NSE6 Conference, pp. 000--000 Amann et al. (Eds)
- J. Differential Equations 196 (2004) 418447 Quasilinear evolutionary equations and
- NoDEA 2 (1995) 463-510 1021-9722/95/040463-48 $ 1.50+0.20 9 1995 Birkhs VerIag, Basel
- Classical solutions for HeleShaw models with surface tension
- Contemporary Mathematics On DiffusionInduced GrainBoundary Motion
- Maximal regularity for degenerate evolution equations with an exponential weight function
- ON THE SOLVABILITY OF A MATHEMATICAL MODEL FOR PRION PROLIFERATION
- J.evol.equ. 1 (2001) 3967 14243199/01/01003929 $ 1.50 + 0.20/0
- MOVING SURFACES AND ABSTRACT PARABOLIC EVOLUTION EQUATIONS
- Di#erential and Integral Equations Volume 13 (7--9) July--September 2000, pp. 1189--1199 SELFINTERSECTIONS FOR THE SURFACE
- J. reine angew. Math. 563 (2003), 1--52 Journal fur die reine und angewandte Mathematik
- Operator Theory: Advances and Applications, Vol. 168, 189208
- ON CONVERGENCE OF SOLUTIONS TO EQUILIBRIA FOR QUASILINEAR PARABOLIC PROBLEMS
- Selfintersections for the Willmore flow Uwe F. Mayer and Gieri Simonett
- H1CALCULUS FOR ELLIPTIC OPERATORS WITH NONSMOOTH COEFFICIENTS