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Cuthill

Nemoto, T., Mason, G.G., Wilhelmsson, A., Cuthill, S., Hapgood, J., Gustafsson, J.A., Poellinger, L. (1990). Activation of the dioxin and glucocorticoid receptors to a DNA binding state under cell free conditions J. Biol. Chem. 265, 2269-2277. [Pg.458]

Poellinger L, Cuthill S, Wihelmsson A. 1991. The dioxin receptor A signal-dependent gene regulatory protein [Abstract 13], Toxicologist 11 27. [Pg.672]

Davis, D., Birtles, A., Valentine, P., Cuthill, M. and Banks, S. (1997) Whale sharks in Ningaloo Marine Park. Tourism Management 18 (5), 259-271. de Albuquerque, K. (1998) Sex, beach boys and female tourists in the Caribbean. Sexuality and Culture 2, 87-111. [Pg.208]

Guilford, T. and Cuthill, J., Evolution of aposematism in marine gastropods, Evolution, 45,449, 1991. [Pg.300]

E. Cuthill and J. McKee. Reducing the bandwidth of sparse symmetric matrices. In Proceedings of the 2fth National Conference of the ACM, pages 157-172, 1969. [Pg.320]

W.-H. Liu and A. H. Sherman. Comparative analysis of the cuthill-mckee and the reverse cuthill-mckee ordering algorithms for sparse matrices. SIAM Journal of Numerical Analysis, 13(2) 198-213, 1976. [Pg.322]

Makwana M, Jones LL, Cuthill D, Heuer H, Bohatschek M, Hristova M, Friedrichsen S, Ormsby I, Bueringer D, Koppius A, Bauer K, Doetschman T, Raivich G (2007) Endogenous transforming growth factor pi suppresses inflammation and promotes survival in adult CNS. J Neurosci 27 11201-11213... [Pg.379]

Cuthill, S., A. Wilhelmsson, G.G. Mason, M. Gillner, L. Poellinger and J.A. Gustafsson. The dioxin receptor a comparison with the glucocorticoid receptor. J. Steroid Biochem. 30 277-280, 1988. [Pg.388]

Cuthill E., McKee J. (1976) Reducing the Bandwidth of Sparse Symmetric Matrices. Proc. 24th National Conf. ACM, ACM Publ., pp 157-172. [Pg.194]

When ordering must be carried out automatically, two very widely used techniques for symmetric positive definite matrices are CuthiU-McKee Ordering and Reverse CuthiU-McKee Ordering. The Cuthill-McKee method is usually described by means of the graph theory (Saad, 2003). It is also possible to realize it by means of matrix algebra, as illustrated by the simple example below. [Pg.156]

In the traditional Cuthill-McKee method, the user must select the starting diagonal element. More complex versions self-select the best diagonal element, which has the additional advantage of sometimes making it possible to find independent subsystems. [Pg.156]

Once the Cuthill-McKee method has been applied, the procedure for the Reverse Cuthill-McKee method is simple all that needs to be done is to apply the Reverse function to the previous vector. [Pg.157]

This may be important to do since the Reverse Cuthill-McKee method is sometimes more effective (Saad, 2003) than the original, usually when one or more columns and one or more rows of the original matrix are dense. [Pg.157]

Cuthill E, McKee J (1969) Reducing the bandwidth of spttfse symmetric matrices. Paper presented at the proceedings of the 1969 24th national conference... [Pg.103]

Elizabeth H. Cuthill and Richard S. Varga, A method of normalized block iteration, J. Assoc. Comput. Mach. vol. 6 (1959) pp. 236-244. [Pg.187]

Bennett LH, Cuthill JR, McAlister AJ, Erickson NE, Watson RE (1974) Electronic structure and catalytic behavior of tungsten carbide. Science 184(4136) 563-565... [Pg.686]


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See also in sourсe #XX -- [ Pg.44 ]




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Reverse Cuthill-McKee method

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