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The Connection of the Degasperis-Procesi Equation

Proceedings of Institute of Mathematics of NAS of Ukraine 2004, Vol. 50, Part 1,493-497 The Connection of the Degasperis-Procesi Equation with the Vakhnenko Equation VyacheslavO.

The Name of Institution:

The Name of Institution: Faculty of Electrical Engineering, University of Belgrade Description of an Individual Course Unit Course Code: OG4TPE Level of

The algebra of the box–spline

Fora complete treatment see Series: Universitext 1st Edition., 2010, XXII, 381 p. 19 illus., 4 in color., Softcover ISBN: 978-0-387-78962-0 Claudio Procesi.

Stability of Peakonsfor the Degasperis-Procesi Equation

These three cases exhaust in the completely integrable candidates for (1.2) by Painlev¶eanalysis. Degasperis, Holm and Hone[12]showed the formal integra-bilityoftheDP equation as Hamiltonian systems by constructinga Lax pair and a bi-Hamiltonian structure.

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Siemens FI01 · 2011 7/2 Product overview 7/3 Acoustic and motion sensing Acoustic sensor for pump monitoring 7/5 SITRANS DA400 Acoustic sensors for material flow

TEHNO-EKONOMSKE SMJERNICE ZA IZRADU SEKTORSKIH PROGRAMA ZA ...

EKONERG Tehno-ekonomske smjernice - Industrijski procesi LIFE04TCY/CRO/029 7/42 b) indirektna emisija CO 2 É emisija uslijed proizvodnje ...

An abstract Nash-Moser Theorem with parameters and ...

An abstract Nash-Moser Theorem with parameters and applications to PDEs M. Berti, P. Bolle, M. Procesi Abstract. We prove an abstract Nash-Moserimplicit function theorem with parameters which covers the applications to the existence of nite dimensional, dierentiable, invariant tori of ...

Proceedings of ECOpole Wioletta M. BAJDUR APPLICATION OF NEW ...

ZASTOSOWANIE NOWO SYNTEZOWANYCH POLIMERÓW W PROCESI E KOAGULACJI WÓD DOŁOWYCH KOPALNI W ĘGLA KAMIENNEGO Abstract: Chemical modification of polystyrene waste materials allowed to receive effective polyelectrolytes.

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Siemens FI01 · 2011 2/2 Product overview Transmitters for basic requirements 2/4 SITRANS P Z for gauge pressure 2/6 SITRANS P Z for gauge and absolute pres

Chapter2, TENSOR ALGEBRA November 1995

Chapter2, TENSOR ALGEBRA November 1995 Contents 12. Tensor algebra. 13. Basic constructions on representations. 14. Semisimple algebras. 15. Algebraic groups.