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Invariance, Degeneracy, and Continuous Solutions

1994
Abstract The formation of tangential discontinuities, as an intrinsic part of the static equilibrium of a magnetic field B embedded in an infinitely conducting fluid, follows directly from the mathematical properties of the equilibrium equations.
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Group-Invariant Solutions of Hydrodynamics

1995
The equations of hydrodynamics, being nonlinear, are in general difficult to solve analytically. A great deal of effort has therefore gone into the numerical solution of these equations, using a wide variety of algorithms. Issues associated with these numerical solutions include accuracy and stability of the algorithms and their associated solutions ...
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On differential-invariant solutions

Sibirskii zhurnal chistoi i prikladnoi matematiki, 2016
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Making solution concepts invariant

1995
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Vermeulen, A.J.   +2 more
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