kw.\*:("Laplacian growth")
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Interface dynamics for quasi-stationary Stefan problemANDRUSHKIW, R; GAFIYCHUK, V; DATSKO, B et al.Mathematical and computer modelling. 2007, Vol 45, Num 7-8, pp 892-898, issn 0895-7177, 7 p.Article
Multi-cut solutions of Laplacian growthABANOV, Ar; MINEEV-WEINSTEIN, M; ZABRODIN, A et al.Physica. D. 2009, Vol 238, Num 17, pp 1787-1796, issn 0167-2789, 10 p.Article
Growth processes related to the dispersionless Lax equationsZABRODIN, A.Physica. D. 2007, Vol 235, Num 1-2, pp 101-108, issn 0167-2789, 8 p.Article
Non-laplacian growth : Exact resultsLOUTSENKO, Igor; YERMOLAYEVA, Oksana.Physica. D. 2007, Vol 235, Num 1-2, pp 56-61, issn 0167-2789, 6 p.Article
Whitham hierarchy in growth problemsZABRODIN, A. V.Theoretical and mathematical physics. 2005, Vol 142, Num 2, pp 166-182, issn 0040-5779, 17 p.Article
Mathematical and image analysis of stromatolite morphogenesisBATCHELOR, M. T; BUME, R. V; HENRY, B. I et al.Mathematical geology. 2003, Vol 35, Num 7, pp 789-803, issn 0882-8121, 15 p.Article
Self-Similar and Self-Affine Properties of Two-Dimensional Fracture Patterns in RocksAGUILAR-HERNANDEZ, Alejandra; RAMIREZ-SANTIAGO, Guillermo.Mathematical geosciences (Print). 2010, Vol 42, Num 8, pp 925-954, issn 1874-8961, 30 p.Article
Pattern formation in electric dischargesEBERT, Ute; ARRAYAS, Manuel.Report - Modelling, analysis and simulation. 2000, Num 28, pp 1-11, issn 1386-3703Article
Laplacian growth and Whitham equations of soliton theoryKRICHEVER, I; MINEEV-WEINSTEIN, M; WIEGMANN, P et al.Physica. D. 2004, Vol 198, Num 1-2, pp 1-28, issn 0167-2789, 28 p.Article