A discrete analog of the Bogomolny equations / Volodymyr Sushch.
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ArtykułJęzyk: angielski Język streszczenia: angielski Język oryginału: ukraiński Tematy: Zasoby online:
W: Journal of Mathematical Sciences. - 2012, nr 187(5), s. 574-582.Streszczenie: A discrete model of Bogomolny equations based on the combinatorial structure of a double complex is constructed. It is shown that the difference analogs of the Bogomolny equations can be obtained from the discrete self-dual Yang–Mills equations and preserve the geometric properties of the corresponding equations of continual theory.
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Tłumaczenie z Matematychni Metody ta Fizyko-Mekhanichni Polya, Vol. 54, No. 4, pp. 36–42, October–December, 2011.
A discrete model of Bogomolny equations based on the combinatorial structure of a double complex is constructed. It is shown that the difference analogs of the Bogomolny equations can be obtained from the discrete self-dual Yang–Mills equations and preserve the geometric properties of the corresponding equations of continual theory.