Oriented Associativity Equations and Symmetry Consistent Conjugate Curvilinear Coordinate Nets
arXiv:1204.2514 · doi:10.1016/j.geomphys.2014.05.024
Abstract
This paper is devoted to description of the relationship among oriented associativity equations, symmetry consistent conjugate curvilinear coordinate nets, and the widest associated class of semi- Hamiltonian hydrodynamic-type systems.
19 pages
References in corpus (4)
- Coisotropic deformations of associative algebras and dispersionless integrable hierarchies
- F-manifolds with flat structure and Dubrovin's duality
- Quantum deformations of associative algebras and integrable systems
- Infinite hierarchies of nonlocal symmetries of the Chen--Kontsevich--Schwarz type for the oriented associativity equations