
 1
 K. V. Camarda and M. A. Stadtherr, Matrix ordering
strategies for process engineering:
graph partitioning algorithms for parallel computation,
to be published by Computers & Chemical Engineering, 1998.
 2
 A. B. Coon and M. A. Stadtherr,
Generalized blocktridiagonal matrix orderings for parallel
computation inprocess flowsheeting,
Computers & Chemical Engineering, 19 (1995) 787805.
 3
 B. W. Kernighan and S. Lin, An efficient heuristic procedure
for partitioning graphs, Bell Systems Tech. J., 49 (1970), pp. 291308.
 4
 Y. F. Hu, K. C. F. Maguire and R. J. Blake,
A multilevel unsymmetric matrix ordering algorithm for parallel process simulation, 1999. To appear
in Computers and Chemical Engineering.
 5
 J. U. Mallya, S. E. Zitney, S. Choudhary and M. A. Stadtherr,
A parallel frontal solver for largescale process simulation and optimization,
AICHE JOURNAL, 43 (1997) 10321040.
 6
 J. U. Mallya, S. E. Zitney, S. Choudhary and M. A. Stadtherr,
A parallel block frontal solver for large scale process simulation: Reordering effects,
Computers & Chemical Engineering, 21 (1997) s439s444.
 7

J. U. Mallya and M. A. Stadtherr,
A multifrontal approach for simulating equilibriumstage processes on
supercomputers,
Industrial & Engineering Chemistry Research, 36 (1997)
144151.
 8

J. A. Vegeais and M. A. Stadtherr,
Parallel processing strategies for chemical process flowsheeting,
AICHE Journal, 38 (1992) 13991407.
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