JournalsifbVol. 2, No. 1Volume 2, No. 1 (2000) Interfaces and Free Boundariespp. 1–19Existence and uniqueness of a classical solution for a mathematical model describing the isobaric crystallization of a polymerAntonio FasanoAlberto Mancinipp. 21–72A free boundary problem involving a cusp: breakthrough of salt waterHans Wilhelm AltC J van Duijnpp. 73–94Phenomenological modelling of polymer crystallization using the notion of multiple natural configurationsI. J. RaoK. R. Rajagopalpp. 95–115Simulation of dendritic crystal growth with thermal convectionAlfred SchmidtEberhard Bänsch
pp. 1–19Existence and uniqueness of a classical solution for a mathematical model describing the isobaric crystallization of a polymerAntonio FasanoAlberto Mancini
pp. 21–72A free boundary problem involving a cusp: breakthrough of salt waterHans Wilhelm AltC J van Duijn
pp. 73–94Phenomenological modelling of polymer crystallization using the notion of multiple natural configurationsI. J. RaoK. R. Rajagopal
pp. 95–115Simulation of dendritic crystal growth with thermal convectionAlfred SchmidtEberhard Bänsch