Theory of congruences and systems of conservation laws

Sergey I. Agafonov, E. V. Ferapontov

Type: Article

Publication Date: 1999-05-01

Citations: 33

DOI: https://doi.org/10.1007/bf02365075

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Journal of Mathematical Sciences - View - PDF

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+ PDF Chat	Projective geometry of homogeneous second-order Hamiltonian operators	2023	Pierandrea Vergallo Raffaele Vitolo
+	Transformations of quasilinear systems originating from the projective theory of congruences	2001	E. V. Ferapontov
+ PDF Chat	Linear congruences and hyperbolic systems of conservation laws	2005	Pietro De Poi Emilia Mezzetti
+	CC-Ideals	2002	C. Rogers W. K. Schief
+	Tzitzeica Surfaces. Conjugate Nets and the Toda Lattice Scheme	2002	C. Rogers W. K. Schief
+ PDF Chat	On First Order Congruences of Lines in P<sup>4</sup> with Generically Non-reduced Fundamental Surface	2008	Pietro De Poi
+	Systems of conservation laws of Temple class, equations of associativity and linear congruences in projective space	2001	Sergey I. Agafonov E. V. Ferapontov
+	Systems of conservation laws of Temple class, equations of associativity and linear¶congruences in P 4	2001	Sergey I. Agafonov E. V. Ferapontov
+	Systems of conservation laws in the setting of the projective theory of congruences: reducible and linearly degenerate systems	2002	Sergey I. Agafonov E. V. Ferapontov
+ PDF Chat	Duality for systems of conservation laws	2019	Sergey I. Agafonov

Works Cited by This (15)

Action	Title	Year	Authors
+	A Toda system	1995	Chris Athorne
+ PDF Chat	Symplectic and Poisson geometry on loop spaces of manifolds and nonlinear equations	1995	O. I. Mokhov
+	Geometry of 2D topological field theories	1996	Boris Dubrovin
+	Dupin hypersurfaces and integrable hamiltonian systems of hydrodynamic type, which do not possess Riemann invariants	1995	E. V. Ferapontov
+	Study of the system of quasilinear equations for isotachophoresis	1990	T.V Alekseyevskaya
+	Hyperbolic systems of conservation laws II	1957	Peter D. Lax
+	Leçons sur la théorie générale des surfaces	1887	Gaston Darboux
+	On the matrix Hopf equation and integrable Hamiltonian systems of hydrodynamic type, which do not possess Riemann invariants	1993	E. V. Ferapontov
+ PDF Chat	Systems of conservation laws with invariant submanifolds	1983	Blake Temple
+	Hamiltonian systems of hydrodynamic type and their realization on hypersurfaces of a pseudo-Euclidean space	1991	E. V. Ferapontov