VII-th International Conference "SOLITONS, COLLAPSES AND TURBULENCE: Achievements, Developments and Perspectives" (SCT-14) in honor of Vladimir Zakharov's 75th birthday
August, 04-08, 2014
Chernogolovka, Russia

Whitham type equations revisited: critical points and Lauricella functions.
Date/Time: 09:30 05-Aug-2014
Semi-Hamiltonian integrable hydrodynamic type systems which describe critical points of functions obeying the linear Darboux systems are discussed. It is shown that a wide class of such systems can be constructed using the Lauricella type solutions of the Euler-Poisson-Darboux equations as sead functions. Classical multi-phase Whitham equations for the Korteweg- de Vries and nonlinear Schrodinger equations are the particular examples of such systems.

Kodama Y.
(no additional information)

Schief W.
(no additional information)

Konopelchenko Boris (Presenter)
(no additional information)

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