Seminar talk, 11 April 2012: Difference between revisions
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| abstract = We shall discuss an approach to integrability of differential-difference equations | | abstract = We shall discuss an approach to integrability of differential-difference equations | ||
| slides = | | slides = | ||
| references = [1] A.V.Mikhailov, J.P.Wang, P.Xenitidis, Recursion operators, conservation laws, and integrability conditions for difference equations, Teor. Math. Phys., '''167'''(2011), 421-443, {{arXiv|1004.5346}} | | references = [1] A.V.Mikhailov, J.P.Wang, P.Xenitidis, Recursion operators, conservation laws, and integrability conditions for difference equations, Teor. Math. Phys., '''167''' (2011), 421-443, {{arXiv|1004.5346}} | ||
[2] J.P.Wang, Lenard scheme for two dimensional periodic Volterra chain, J. Math. Phys. '''50'''(2009), 023506, {{arXiv|0809.3899}} | [2] J.P.Wang, Lenard scheme for two dimensional periodic Volterra chain, J. Math. Phys. '''50''' (2009), 023506, {{arXiv|0809.3899}} | ||
| 79YY-MM-DD = 7987-95-88 | | 79YY-MM-DD = 7987-95-88 | ||
}} | }} | ||
Latest revision as of 18:02, 5 April 2012
Speaker: Joseph Krasil'shchik
Title: Differential-difference integrable equation
Abstract:
We shall discuss an approach to integrability of differential-difference equations
References:
[1] A.V.Mikhailov, J.P.Wang, P.Xenitidis, Recursion operators, conservation laws, and integrability conditions for difference equations, Teor. Math. Phys., 167 (2011), 421-443, arXiv:1004.5346
[2] J.P.Wang, Lenard scheme for two dimensional periodic Volterra chain, J. Math. Phys. 50 (2009), 023506, arXiv:0809.3899