activity
20002004
most citedTri-Hamiltonian Structures of The Egorov Systems

4 citations · 5 across the 5 of their papers we have counts for

collaborators

7 papers

nlin.SI20041 cited

The Boussinesq equation and Miura type transformations

Maxim Pavlov

A direct method for calculation of Miura type transformations via LA pair is used for the Boussinesq equation. Quadratic Miura type transformations connected with local weakly-nonl…

nlin.SI2004

Description of compatible differential-geometric Poisson brackets of the first order

Maxim Pavlov

Compatible local differential-geometric Poisson brackets of the first order (Dubrovin-Novikov type) are classified by solutions of modified Sinh-Gordon equation. It was proved by E…

nlin.SI2003

On Whitham's Averaging Method

Andrey Ya. Maltsev, Maxim V. Pavlov

We compare Whitham averaging method using Lagrangian and Hamiltonian formalism.

nlin.SI20034 cited

Tri-Hamiltonian Structures of The Egorov Systems

M. V. Pavlov, S. P. Tsarev

The description of the Egorov hydrodynamic type systems is presented in language of conservation laws. Under extra conditions of semisimplicity and homogeneity tri-Hamiltonian stru…

nlin.SI2002

On Equation for Initial Values in Theory of the Second Order Ordinary Differential Equations

Valerii S. Dryuma, Maxim Pavlov

We consider the properties of the second order nonlinear differential equations b''= g(a,b,b') with the function g(a,b,b'=c) satisfying the following nonlinear partial differential…

nlin.SI2001

The Calogero equation and Liouville type equations

Maxim Pavlov

In this paper we present a two-component generalization of the C-integrable Calogero equation (see [1]). This system is C-integrable as well, and moreover we show that the Calogero…