Поисковый запрос: (<.>S=УРАВНЕНИЯ РЕАКЦИЯ-ДИФФУЗИЯ<.>) |
Общее количество найденных документов : 40
Показаны документы с 1 по 20
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1.
| Busenberg S.N. A compartmental reaction-diffusion cell cycle model // Comput. and Math. Appl., 1989. Vol. 18, N 10-11.-С.883-892
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2.
| Hayes C.K. A new traveling-wave solution of Fisher's equation with density-dependent diffusivity // J. Math. Biol., 1991. Vol. 29, N 6.-С.531-537
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3.
| Bifurcating spatially heterogenous solutions in a chemotaxis model for biological pattern generation // Bull. Math. Biol., 1991. Vol. 53, N 5.-С.701-719
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4.
| Namba T. Competition for space in a heterogeneous environment // J. Math. Biol., 1989. Vol. 27, N 1.-С.1-16
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5.
| Othmer H.G. Concentration waves in aggregation fields of a cellular slime mold // Biomath. and Relat. Comput. Probl.. -Dordrecht etc., 1988.-С.381-398
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6.
| Sakamoto Construction and stability analysis of transition layer solutions in reaction-diffusion systems // Tohoku Math. J., 1990. Vol. 42, N 1.-С.17-44
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7.
| Dockery J.D. Diffusive effects on dispersion in excitable media // SIAM J. Appl. Math., 1989. Vol. 49, N 2.-С.539-566
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8.
| Wollkind D.J. Diffusive instabilities in a one-dimensional temperature-dependent model system for a mite predator-prey interaction on fluit trees: dispersal motility and aggregative preytaxis effects // J. Math. Biol., 1991. Vol. 29, N 4.-С.339-362
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9.
| Malchow Dissipative pattern formation in ternary non-linear reaction-electrodiffusion systems with concentration-dependent diffusivities // J. Theor. Biol., 1988. Vol. 135, N 3.-С.371-381
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10.
| Mimura M. Effect of domain-shape on coexistence problems in a competition-diffusion system // J. Math. Biol., 1991. Vol. 29, N 3.-С.219-237
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11.
| Brown K.J. Existence and nonexistence of steady-state solutions for a selection-migration model in population genetics // J. Math. Biol., 1989. Vol. 27, N 1.-С.91-104
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12.
| Instabilities in propagating reactiondiffusion fronts // Dortmunder Dyn. Woche "Spatio-Temp. Organ. Nonequilibr. Syst.". -S. l., 1992.-С.38
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13.
| Nishiura Layer oscillations in reaction-diffusion systems // SIAM J. Appl. Math., 1989. Vol. 49, N 2.-С.481-514
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14.
| Tuckwell Henry C. Nonlinear randon reaction-diffusion systems // Biomath. and Relat. Comput. Probl.. -Dordrecht etc., 1988.-С.581-590
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15.
| Duncan K. Numerical studies of symmetry-breaking bifurcations in reaction-diffusion systems // Biomath. and Relat. Comput. Probl.. -Dordrecht etc, 1988.-С.439-448
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16.
| Cerrai P. On a mathematical model for body tissue inflammation // J. Math. Biol., 1989. Vol. 27, N 6.-С.693-706
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17.
| Wei On single interior spike solutions of the Gierer-Meinhardt system: Uniqueness and spectrum estimates // Eur. J. Appl. Math., 1999. Vol. 10, N 4.-С.353-378
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18.
| Tsonis Anastasios A. On the dynamics of a forced reaction-diffusion model for biological pattern formation // Proc. Nat. Acad. Sci. USA, 1989. Vol. 86, N 13.-С.4938-4942
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19.
| Kunisch K. Parameter estimation in a special reactiondiffusion system modelling man-environment diseases // J. Math. Biol., 1989. Vol. 27, N 6.-С.633-665
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20.
| Mimura M. Pattern-dynamics in excitable reaction-diffusion systems // Biomath. and Relat. Comput. Probl.. -Dordrecht etc., 1988.-С.669-676
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