Dietrich Stauffer, Ras B. Pandey; Immunologically Motivated Simulations of Cellular Automata, Computer in Physics, Volume 6, Issue 4, 1 July 1992, Pages 404–410
Dietrich Stauffer, Ras B. Pandey; Immunologically Motivated Simulations of Cellular Automata, Computer in Physics, Volume 6, Issue 4, 1 July 1992, Pages 404–410
The model of de Boer, Segel and Perelson, where the various shapes of antibodies are represented by sites on a d-dimensional lattice and where the antibody concentrations change with time only by constant factors, is ...
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The model of de Boer, Segel and Perelson, where the various shapes of antibodies are represented by sites on a d-dimensional lattice and where the antibody concentrations change with time only by constant factors, is simulated in one to ten dimensions, with millions of sites. The algorithm is fully vectorized in spite of the many if-conditions which allow one program to deal with all dimensions d. We find that an initially localized perturbation may spread over the whole lattice in high dimensions but prefers to remain localized in low dimensions.
In our recent series of papers, we have used the structures of statistical significance from Monte Carlo simulations to improve the predictions of secondary structure of RNA and to analyze the possible role of locally...
William Layton, Ralph Roskies; Teaching Physicists How to program: An innovative University of Pittsburgh program teaches scientists who know FORTRAN how to use
William Layton, Ralph Roskies; Teaching Physicists How to program: An innovative University of Pittsburgh program teaches scientists who know FORTRAN how to use
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