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Symmetric properties of the system of reaction-convection-diffusion equations
Serov Mykola Ivanovich 1 , Serova M. M. 1 , Rassokha Inna Volodymyrivna 1
1 Department of Higher and Applied Mathematics, Poltava National Technical University named after Yuriy Kondratyuk , Poltava , 36011, Ukraine
Keywords: system of equations, convection-diffusion
Abstract

The appearance of a Gahlean algebra and it’s extensions, іп respect to which the system of nonhnear reaction-convection-diffusion equations can be invariant, is investigated. The kind of nonlinearities, with which this system is invariant in respect to that algebra is determined to within continuous equivalence transformations.

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ACS Style
Serov, M.I.; Serova, M.M.; Rassokha, I.V. Symmetric properties of the system of reaction-convection-diffusion equations. Bukovinian Mathematical Journal. 2018, 2
AMA Style
Serov MI, Serova MM, Rassokha IV. Symmetric properties of the system of reaction-convection-diffusion equations. Bukovinian Mathematical Journal. 2018; 2(2-3).
Chicago/Turabian Style
Mykola Ivanovich Serov, M. M. Serova, Inna Volodymyrivna Rassokha. 2018. "Symmetric properties of the system of reaction-convection-diffusion equations". Bukovinian Mathematical Journal. 2 no. 2-3.
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