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Parallel adaptive <i>hp</i>-refinement techniques for conservations laws <BR>
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Karen D. Devine and Joseph E. Flaherty <br>
<i>Appl. Num. Math.</i>, <b>20</b>, (1996) 367-386.<P>
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We describe an adaptive <i>hp</i>-refinement local finite element procedure
for the parallel solution of hyperbolic conservation laws on rectangular
domains.  The local finite element procedure utilizes spaces of
piecewise-continuous polynomials of arbitrary degree and coordinated explicit
Runge-Kutta