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6. CONSERVATION LAWS FOR THE SPACE-TIME FRACTIONAL OF CLASSICAL DRINFELD'S SOKOLOV-WILSON (FDSW) SYSTEM.

Author

ZEDAN, HASSAN A., TANTAWY, SEHAM SH., and ABDEL-MALEK, AMIRA R.

Subjects
CONSERVATION laws (Physics)
Abstract

In this paper, we studied the space-time fractional classical Drinfeld's Sokolov-Wilson (FDSW) system. This system does not have a Lagrangian. Noether's approach was used to derive the conservation laws in U and V variables. Finally, by reverting back to our original variables u and v; we obtained the conservation laws for the space-time fractional of classical Drinfeld's Sokolov-Wilson (FDSW) system. This conservation laws consisted of some local and nonlocal conserved vectors. [ABSTRACT FROM AUTHOR]

Published
2019

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