MR1401656
Ito, Akio and Kenmochi, Nobuyuki
Akio ITO and Nobuyuki KENMOCHI
Asymptotic behaviour of solutions to phase field models with constraints
Funkcialaj Ekvacioj. Serio Internacia
39
1996
123--142
http://fe.math.kobe-u.ac.jp/FE/Free/vol39/fe39-1-7.pdf
http://fe.math.kobe-u.ac.jp/FE/FE_pdf_with_bookmark/FE35-40-en_KML/fe39-123-142/fe39-123-142.pdf
http://www.ams.org/mathscinet-getitem?mr=MR1401656
fe39-123-142
1996
Asymptotic Behaviour of Solutions to Phase Field Models with Constraints
ITO, Akio; KENMOCHI, Nobuyuki
ITO, Akio; KENMOCHI, Nobuyuki
1
Blowey, J. F.; Elliott, C. M.
Curvature dependent phase boundary motion and parabolic double obstacle problems
in Degenerate Diffusions, Springer Verlag, New York
19-60
1993
MR1246337
Cache/Bl/Blowey,Curvature,*,1993,1994
2
Caginalp, G.
An analysis of a phase field model of a free boundary
Arch. Rational Mech. Anal.
92
1986
205-245
MR0816623
100
Cache/Ca/Caginalp,analysis,Arch*,1986,1987
3
Chafee, N.; Infante, E. F.
A bifurcation problem for a nonlinear partial differential equation of parabolic type
Appl. Anal.
4
1974
17-37
MR0440205
100
Cache/Ch/Chafee,bifurcation,Appl*,1974,1975
4
Damlamian, A.; Kenmochi, N.; Sato, N.
Subdifferential operator approach to a class of nonlinear systems for Stefan problems with phase relaxation
Nonlinear Anal.
23
1994
115-142
MR1288502
100
Cache/Da/Damlamian,Subdifferential,Nonlinear*,1994,1995
5
Damlamian, A.; Kenmochi, N.; Sato, N.
Phase field equations with constraints
Nonlinear Mathematical Problems in Industry, Gakuto Inter. Ser. Math. Sci. Appl. 2, Gakkōtosho, Tokyo
1993
391-404
MR1370479
Cache/Da/Damlamian,constraints,*,1993,1994
6
Elliott, C.; Zheng, S.
Global existence and stability of solutions to the phase field equations
Free Boundary Problems, Intern. Ser. Numer. Math. 95, Birkhäuser, Basel
1990
46-58
MR1111021
Cache/El/Elliott,existence,*,1990,1991
7
Fix, G. J.
Phase field models for free boundary problems
Free Boundary Problems: Theory and Applications, Pitman Research Notes Math. Ser. 79, Longman, London
1983
Title does not match.
Cache/Fi/Fix,boundary,*,1983,1984
580-589
8
Horn, W.; Sprekels, J.; Zheng, S., Global existence of smooth solutions to the Penrose-Fife model for Ising ferromagnets, to appear in Adv. Math. Sci. Appl.
MR1385769
91
Cache/Ho/Horn,ferromagnets,Adv*,1991,2001
9
Kenmochi, N.; Niezgódka, M.
Systems of variational inequalities arising in nonlinear diffusion with phase change
Free Boundary Problems in Continuum Mechanics, Intern. Ser. Numer. Math. 106, Birkhäuser, Basel
1992
149-157
MR1229534
Cache/Ke/Kenmochi,inequalities,*,1992,1993
10
Kenmochi, N.; Niezgódka, M.
Evolution systems of nonlinear variational inequalities arising from phase change problems
Nonlinear Anal.
22
1994
1163-1180
MR1279139
100
Cache/Ke/Kenmochi,inequalities,Nonlinear*,1994,1995
11
Kenmochi, N.; Niezgódka, M.
Systems of nonlinear parabolic equations for phase change problems
3
Adv. Math. Sci. Appl.
1993/1994
89-117
MR1287926
Cache/Ke/Kenmochi,nonlinear,*,1994,1995
12
Laurençot, Ph.
Solutions to a Penrose-Fife model of phase-field type
J. Math. Anal. Appl.
185
1994
262-274
MR1283056
Cache/La/Lauren\cedilla,Penrose-Fife,J*,1994,1995
13
Penrose, O.; Fife, P. C.
Thermodynamically consistent models of phase-field type for the kinetics of phase transitions
Physica D
43
1990
44-62
MR1060043
100
Cache/Pe/Penrose,Thermodynamically,Physica*,1990,1991
14
Sprekels, J.; Zheng, S.
Global smooth solutions to a thermodynamically consistent model of phase-field type in higher space dimensions
J. Math. Anal. Appl.
176
1993
200-223
MR1222165
100
Cache/Sp/Sprekels,thermodynamically,J*,1993,1994
15
Zheng, S.
Global existence for a thermodynamically consistent model of phase field type
Differential Integral Equations
5
1992
241-253
MR1148216
100
Cache/Zh/Zheng,thermodynamically,Differential*,1992,1993