| An analysis of a phase field model of a free boundary G Caginalp Archive for rational mechanics and analysis 92, 205-245, 1986 | 1177 | 1986 |
| Stefan and Hele-Shaw type models as asymptotic limits of the phase-field equations G Caginalp Physical Review A 39 (11), 5887, 1989 | 646 | 1989 |
| Dynamics of layered interfaces arising from phase boundaries G Caginalp, PC Fife SIAM Journal on Applied Mathematics 48 (3), 506-518, 1988 | 277 | 1988 |
| Phase-field and sharp-interface alloy models G Caginalp, W Xie Physical Review E 48 (3), 1897, 1993 | 268 | 1993 |
| Phase-field methods for interfacial boundaries G Caginalp, P Fife Physical Review B 33 (11), 7792, 1986 | 265 | 1986 |
| Financial bubbles: Excess cash, momentum, and incomplete information G Caginalp, D Porter, V Smith The Journal of Psychology and Financial Markets 2 (2), 80-99, 2001 | 250 | 2001 |
| Convergence of the phase field model to its sharp interface limits G Caginalp, X Chen European Journal of Applied Mathematics 9 (4), 417-445, 1998 | 211 | 1998 |
| The predictive power of price patterns G Caginalp, H Laurent Applied Mathematical Finance 5 (3-4), 181-205, 1998 | 194 | 1998 |
| The dynamics of a conserved phase field system: Stefan-like, Hele-Shaw, and Cahn-Hilliard models as asymptotic limits G Caginalp IMA Journal of Applied Mathematics (Institute of Mathematics and Its …, 1990 | 177 | 1990 |
| Initial cash/asset ratio and asset prices: An experimental study G Caginalp, D Porter, V Smith Proceedings of the National Academy of Sciences 95 (2), 756-761, 1998 | 165 | 1998 |
| Higher-order phase field models and detailed anisotropy G Caginalp, P Fife Physical Review B 34 (7), 4940, 1986 | 144 | 1986 |
| Overreaction, momentum, liquidity, and price bubbles in laboratory and field asset markets G Caginalp, D Porter, VL Smith Journal of Psychology and Financial Markets, 24-48, 2000 | 127 | 2000 |
| The role of microscopic anisotropy in the macroscopic behavior of a phase boundary G Caginalp Annals of Physics 172 (1), 136-155, 1986 | 121 | 1986 |
| Phase field equations in the singular limit of sharp interface problems G Caginalp, X Chen On the evolution of phase boundaries, 1-27, 1992 | 115 | 1992 |
| A derivation and analysis of phase field models of thermal alloys G Caginalp, J Jones Annals of physics 237 (1), 66-107, 1995 | 107 | 1995 |
| Computation of sharp phase boundaries by spreading: the planar and spherically symmetric cases G Caginalp, EA Socolovsky Journal of Computational Physics 95 (1), 85-100, 1991 | 103 | 1991 |
| Momentum and overreaction in experimental asset markets G Caginalp, D Porter, V Smith International Journal of Industrial Organization 18 (1), 187-204, 2000 | 102 | 2000 |
| Asset flow and momentum: Deterministic and stochastic equations G Caginalp, D Balenovich Philosophical Transactions of the Royal Society of London. Series A …, 1999 | 83 | 1999 |
| Phase field computations of single-needle crystals, crystal growth, and motion by mean curvature G Caginalp, E Socolovsky SIAM Journal on Scientific Computing 15 (1), 106-126, 1994 | 72 | 1994 |
| A numerical analysis of an anisotropic phase field model G Caginalp, JT LIN IMA journal of applied mathematics 39 (1), 51-66, 1987 | 71 | 1987 |
Dave PorterProfessor, economics, chapman universityVerified email at chapman.edu
