Symmetry Classes of Quasilinear Systems in One Space Variable
, 1994 The family of simple quasilinear systems in one space variable is partitioned into classes of commuting flows, i.e., symmetry classes. The systems in a symmetry class have the same zeroth order conserved densities and the same Hamiltonian structure.
Philip W Doyle
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Partial regularity for quasilinear nonuniformly elliptic systems
Le Matematiche, 1991 We prove the partial regularity of the weak solutions of the quasilinear nonuniformely elliptic system div(A(∇u))=0 under an ellipticity condition which lies between strong ellipticity and Legendre-Hadamard condition.
Michele Frasca, Alexandre V. Ivanov
doaj
On the Eigenvalues of the Fermionic Angular Eigenfunctions in the Kerr Metric. [PDF]
Entropy (Basel), 2022 Batic D, Karim SHA, Nowakowski M.
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Local existence for quasilinear parabolic systems under nonlinear boundary conditions
, 1987 We prove local solvability of quasilinear parabolic systems by means of classical techniques based upon a priorl estimates, without assuming any growth ...
MODICA G., GIAQUINTA, Mariano
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An extrapolation result in the variational setting: improved regularity, compactness, and applications to quasilinear systems. [PDF]
Stoch Partial Differ EquBechtel S, Veraar M.
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Lagrangian multiforms and dispersionless integrable systems. [PDF]
Lett Math PhysFerapontov EV, Vermeeren M.
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Modulo Periodic Poisson Stable Solutions of Quasilinear Differential Equations. [PDF]
Entropy (Basel), 2021 Akhmet M, Tleubergenova M, Zhamanshin A.
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One Dimensional Energy Cascades in a Fractional Quasilinear NLS. [PDF]
Arch Ration Mech AnalMaspero A, Murgante F.
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Systems of quasilinear equations and their applications to gas dynamics
, 1983 This book is essentially a new edition, revised and augmented by results of the last decade, of the work of the same title published in 1968 by "Nauka." It is devoted to mathematical questions of gas dynamics.
Janenko, N N +2 more
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A Geometry of Hamiltonian Mechanics. [PDF]
Entropy (Basel)Elgressy G, Horwitz L.
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