URL: https://www.aimsciences.org/DCDS-S/article/2024/17/1

Issue on evolution of phases and interfaces, for Pierluigi Colli's 65th. Part II

Preface
Elena Bonetti, Elisabetta Rocca, Antonio Segatti, Andrea Signori and Ulisse Stefanelli
 
Well-posedness and long-time behavior of a bulk-surface coupled Cahn-Hilliard-diffusion system with singular potential for lipid raft formation
Hao Wu and Shengqin Xu
 
Well-posedness of a chemotaxis model with positive and negative cross-diffusion
Gabriela Marinoschi
 
Impact of interaction forces in first order many-agent systems for swarm manufacturing
Ferdinando Auricchio, Massimo Carraturo, Giuseppe Toscani and Mattia Zanella
 
Dimensional reduction and emergence of defects in the Oseen-Frank model for nematic liquid crystals
Giacomo Canevari and Antonio Segatti
 
A mobility-SAV approach for a Cahn-Hilliard equation with degenerate mobilities
Elie Bretin, Luca Calatroni and Simon Masnou
 
Saddle points and Lagrange multipliers in Banach spaces
Ulisse Stefanelli and Augusto Visintin
 
Inhomogeneous finitely-strained thermoplasticity with hardening by an Eulerian approach
Tomáš Roubíček and Giuseppe Tomassetti
 
Approximation and existence of a viscoelastic phase-field model for tumour growth in two and three dimensions
Harald Garcke and Dennis Trautwein
 
On the Cahn–Hilliard–Oono equation with singular potential and volume constraint
Takeshi Fukao and Giulio Schimperna
 
Second order doubly nonlinear evolution inclusions –quasi-variational approach–
Nobuyuki Kenmochi, Ken Shirakawa and Noriaki Yamazaki
 
On a two-scale phasefield model for topology optimization
Moritz Ebeling-Rump, Dietmar Hömberg and Robert Lasarzik
 
Structure-preserving schemes for Cahn–Hilliard equations with dynamic boundary conditions
Makoto Okumura and Takeshi Fukao
 
Abstract action spaces and their topological and dynamic properties
Riccarda Rossi and Giuseppe Savaré
 
Mathematical and numerical challenges in diffuse optical tomography inverse problems
Andrea Aspri, Alessandro Benfenati, Paola Causin, Cecilia Cavaterra and Giovanni Naldi
 
Strict separation and numerical approximation for a non–local Cahn–Hilliard equation with single–well potential
Abramo Agosti, Elisabetta Rocca and Luca Scarpa