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Geodesic
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Interfaces and free boundaries
Tome 13 (2011)
no. 1
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Tome 13 (2011) no. 1
Sommaire
A generalized Cahn–Hilliard equation incorporating geometrically linear elasticity
Thomas Blesgen
;
Isaac Vikram Chenchiah
p. 1-27
Phase field approximation of a kinetic moving-boundary problem modelling dissolution and precipitation
T. L. van Noorden
;
Christof Eck
p. 29-55
Analysis and simulation of debonding membranes
Ioana Durus
;
Anne Lux
p. 57-72
Rigorous derivation of the Kuramoto–Sivashinsky equation from a 2D weakly nonlinear Stefan problem
Claude-Michel Brauner
;
Josephus Hulshof
;
Luca Lorenzi
p. 73-103
On the evolution of subcritical regions for the Perona–Malik equation
Marina Ghisi
;
Massimo Gobbino
p. 105-125
A toroidal tube solution to a problem involving mean curvature and Newtonian potential
Xiaofeng Ren
;
Juncheng Wei
p. 127-154
On the global minimizers of a nonlocal isoperimetric problem in two dimensions
Peter Sternberg
;
Ihsan Topaloglu
p. 155-169