Stability conditions for strong rarefaction waves
In this paper we study a number of algebraic conditions connected
with the stability of strictly hyperbolic n×n
systems of conservation laws in one space dimension
ut + f(u)x = 0.
Such conditions yield existence and continuity of the flow of solutions
in the vicinity of the reference solution.
Our main concern is a single rarefaction wave having arbitrarily large strength.
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- Marta Lewicka,
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- Submitted by:
May 9 2003.
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