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Author ID: gotz.ivan-g Recent zbMATH articles by "Götz, Ivan G."
Published as: Götz, I. G.; Götz, Ivan G.
Documents Indexed: 12 Publications since 1990
Co-Authors: 11 Co-Authors with 9 Joint Publications
469 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

7 Publications have been cited 21 times in 20 Documents Cited by Year
Periodic solutions of the Stefan problem with hysteresis-type boundary conditions. Zbl 0788.35153
Götz, Ivan G.; Hoffmann, Karl-Heinz; Meirmanov, Anvarbek M.
7
1993
Two-phase Stefan problem with supercooling. Zbl 0826.35140
Götz, Ivan G.; Zaltzman, Boris
4
1995
Nonincrease of mushy region in a nonhomogeneous Stefan problem. Zbl 0756.35119
Götz, I. G.; Zaltzman, B. B.
4
1991
The global behavior of elastoplastic and viscoelastic materials with hysteresis-type state equations. Zbl 0907.35131
Anderssen, Robert S.; Götz, Ivan G.; Hoffmann, Karl-Heinz
2
1998
Spherically symmetric Stefan problem with the Gibbs-Thomson law at the moving boundary. Zbl 0879.35163
Götz, I. G.; Primicerio, Mario
2
1996
Asymptotic behaviour \((t\to +0)\) of the interface for the critical case of undercooled Stefan problem. Zbl 1170.80323
Primicerio, Mario; Götz, Ivan G.; Velázquez, Juan J. L.
1
2002
On the behaviour of mushy region in a Stefan problem. Zbl 0825.65093
Götz, I. G.; Zaltzman, B. B.
1
1991
Asymptotic behaviour \((t\to +0)\) of the interface for the critical case of undercooled Stefan problem. Zbl 1170.80323
Primicerio, Mario; Götz, Ivan G.; Velázquez, Juan J. L.
1
2002
The global behavior of elastoplastic and viscoelastic materials with hysteresis-type state equations. Zbl 0907.35131
Anderssen, Robert S.; Götz, Ivan G.; Hoffmann, Karl-Heinz
2
1998
Spherically symmetric Stefan problem with the Gibbs-Thomson law at the moving boundary. Zbl 0879.35163
Götz, I. G.; Primicerio, Mario
2
1996
Two-phase Stefan problem with supercooling. Zbl 0826.35140
Götz, Ivan G.; Zaltzman, Boris
4
1995
Periodic solutions of the Stefan problem with hysteresis-type boundary conditions. Zbl 0788.35153
Götz, Ivan G.; Hoffmann, Karl-Heinz; Meirmanov, Anvarbek M.
7
1993
Nonincrease of mushy region in a nonhomogeneous Stefan problem. Zbl 0756.35119
Götz, I. G.; Zaltzman, B. B.
4
1991
On the behaviour of mushy region in a Stefan problem. Zbl 0825.65093
Götz, I. G.; Zaltzman, B. B.
1
1991

Citations by Year