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Comment on "Higher order Painlev\\'e equations and their symmetries via\n reductions of a class of integrable models"

Andrei K. Svinin

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Abstract

We compare the results of our two papers with the results of the paper Aratyn\nH., Gomes J.F., Zimerman A.H., Higher order Painlev\\'e equations and their\nsymmetries via reductions of a class of integrable models, J. Phys. A: Math.\nTheor., V. 44} (2011), Art. No. 235202.\n

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We compare the results of our two papers with the results of the paper Aratyn\nH., Gomes J.F., Zimerman A.H., Higher order Painlev\\'e equations and their\nsymmetries via reductions of a class of integrable models, J. Phys. A: Math.\nTheor., V. 44} (2011), Art. No. 235202.\n

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Available abstract

We compare the results of our two papers with the results of the paper Aratyn\nH., Gomes J.F., Zimerman A.H., Higher order Painlev\\'e equations and their\nsymmetries via reductions of a class of integrable models, J. Phys. A: Math.\nTheor., V. 44} (2011), Art. No. 235202.\n

Key concepts: Integrable system, Homogeneous space, Class (philosophy), Order (exchange), Mathematics, Mathematical physics, Pure mathematics, Applied mathematics

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