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ВИДЕОТЕКА |
Международная конференция «Геометрические методы в математической физике»
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Integrability conditions for quadrilateral partial difference equations A. V. Mikhailov University of Leeds |
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Аннотация: We propose an algebraic framework for the theory of integrable partial difference equations (P \begin{thebibliography}{100} \bibitem{mwx1} A.V. Mikhailov, J.P. Wang, and P. Xenitidis. \newblock Recursion operators, conservation laws and integrability conditions for difference equations. \newblock Theoretical and Mathematical Physics, 167 ( 2011), no. 1, 421–443. \newblock arXiv:1004.5346. \bibitem{mw} A.V. Mikhailov, and J.P. Wang, \newblock A new recursion operator for Adler’s equation in the Viallet form, \newblock Physics Letters A 375:3960-3963 21 Sep 2011 \newblock arXiv:1105.1269 \bibitem{mwx2} A.V. Mikhailov, J.P. Wang, and P. Xenitidis. \newblock Cosymmetries and Nijenhuis recursion operators for difference equations \newblock Nonlinearity, 24 (2011) 2079–2097, doi:10.1088/0951-7715/24/7/009 \newblock arXiv:1009.2403v1. \end{thebibliography} Язык доклада: английский |