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Abstract: A reduction in the computational work is possible if we do not require that the nonzeros of a Jacobian matrix be determined directly. If a column or row partition is available, the proposed substitution technique can be used to reduce the number of groups in the partition further. In this chapter, we present a substitution method to determine the structure of sparse Jacobian matrices e#ciently using forward, reverse, or a combination of forward and reverse modes of AD. Specifically, if it ... (Update)
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BibTeX entry: (Update)
S. Hossain and T. Steihaug. Reducing the number of AD passes for computing a sparse JacobJan matrix. In Corliss et al. [7], chapter 31, pages 263-270. http://citeseer.ist.psu.edu/hossain00reducing.html More
@misc{ hossain-reducing,
author = "S. Hossain and T. Steihaug",
title = "Reducing the number of AD passes for computing a sparse JacobJan matrix",
text = "S. Hossain and T. Steihaug. Reducing the number of AD passes for computing
a sparse JacobJan matrix. In Corliss et al. [7], chapter 31, pages 263-270.",
url = "citeseer.ist.psu.edu/hossain00reducing.html" }
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