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- Title
Conservation Laws of The Generalized Riemann Equations.
- Authors
Gao, Binfang; Tian, Kai; Liu, Q. P.; Feng, Lujuan
- Abstract
Two special classes of conserved densities involving arbitrary smooth functions are explicitly formulated for the generalized Riemann equation at arbitraryN. The particular case whenN= 2 covers most of the known conserved densities of the equation, and the result is also extended to the famous Gurevich-Zybin, Monge-Ampere and two-component Hunter-Saxton equations by considering certain reductions.
- Subjects
CONSERVATION laws (Physics); RIEMANN integral; GENERALIZATION; EQUATIONS; DENSITY
- Publication
Journal of Nonlinear Mathematical Physics, 2018, Vol 25, Issue 1, p122
- ISSN
1402-9251
- Publication type
Article
- DOI
10.1080/14029251.2018.1440746