نتائج البحث

Nonclassical Symmetries of a System of Nonlinear Reaction-Diffusion Equations.

• Authors : Barannyk, T. A.¹ (AUTHOR)

• Source: Journal of Mathematical Sciences. Apr2019, Vol. 238 Issue 3, p207-214. 8p.

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Method of Monotone Solutions for Reaction-Diffusion Equations.

• Authors : Volpert, V.^1,2,3 (AUTHOR) ; Vougalter, V.⁴ (AUTHOR)

• Source: Journal of Mathematical Sciences. Mar2021, Vol. 253 Issue 5, p660-675. 16p.

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Stability Under Perturbations for the Attractor of a Dissipative PDF-ODF-Type System.

• Authors : Kapustyan, O. V.¹ (AUTHOR) ; Yusypiv, T. V.¹ (AUTHOR)

• Source: Journal of Mathematical Sciences. May2023, Vol. 272 Issue 2, p236-243. 8p.

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Boundary characteristic point regularity for semilinear reaction-diffusion equations: towards an ode criterion.

• Authors : Galaktionov, V.¹ ; Maz'ya, V.

• Source: Journal of Mathematical Sciences. Jun2011, Vol. 175 Issue 3, p249-283. 35p.

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A REACTION-DIFFUSION EQUATION ON STRATIFIED GROUPS.

• Authors : Jabbarkhanov, Khumoyun¹ (AUTHOR); Restrepo, Joel E.¹ (AUTHOR) ; Suragan, Durvudkhan¹ (AUTHOR)

• Source: Journal of Mathematical Sciences. Sep2022, Vol. 266 Issue 4, p593-602. 10p.

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Method of Monotone Solutions for Reaction-Diffusion Equations

• Authors : Vitaly Volpert; Vitali Vougalter;

Subjects: Statistics and Probability; Degree (graph theory); Function space

• Source: Journal of Mathematical SciencesJournal of Mathematical Sciences, Springer Verlag (Germany), 2021, 253, pp.660-675.

تفاصيل العنوان

Nonclassical Symmetries of a System of Nonlinear Reaction-Diffusion Equations

• Authors : T. A. Barannyk

Subjects: Statistics and Probability; Conditional symmetry; Nonlinear system

• Source: Journal of Mathematical Sciences. 238:207-214

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Nonlocality of Reaction-Diffusion Equations Induced by Delay: Biological Modeling and Nonlinear Dynamics.

• Authors : Gourley, S. A.¹ ; So, J. W.-H.² ; Wu, J. H.³

• Source: Journal of Mathematical Sciences. Dec2004, Vol. 124 Issue 4, p5119-5153. 35p.

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Analysis of Nonlinear Reaction-Diffusion Systems by the Perturbation Method: Conditions of Application, Construction of Solutions, and Bifurcation Analysis.

• Authors : Gafiychuk, V.¹; Datsko, B.¹; Vasyunyk, Z.¹

• Source: Journal of Mathematical Sciences. May2016, Vol. 215 Issue 1, p59-70. 12p.

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Transport, reaction, and delay in mathematical biology, and the inverse problem for traveling fronts.

• Authors : Hadeler, K. P.^1,2

• Source: Journal of Mathematical Sciences. Mar2008, Vol. 149 Issue 6, p1658-1678. 21p.

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