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Some comments on re-estalishability

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Abstract

The present note consists of two separate but related parts. In the first, a new graphtheoretic proof is presented that an (ℳ,R)-system must always contain a nonreestablishable component. The second considers some questions concerning the relation between re-establishability and the time-lag structure in (ℳ,R)-systems. It is supposed that the reader is familiar with the terminology of the author's previous work on (ℳ,R)-systems, particularly R. Rosen,Bull. Math. Biophysics,20, 245–260, 1958.

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Literature

  • Rosen, R. 1958. “A Relational Theory of Biological Systems.”Bull. Math. Biophysics.,20, 245–260.

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  • Weisz, P. B. 1962. “Enzymatic Reaction Sequences and Cytological Dimensions.”Nature,195, 772–774.

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Authors and Affiliations

  1. Committee on Mathematical Biology, The University of Chicago, Chicago, USA

    Robert Rosen

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  1. Robert Rosen
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Rosen, R. Some comments on re-estalishability. Bulletin of Mathematical Biophysics 27 (Suppl 1), 11–14 (1965). https://doi.org/10.1007/BF02477257

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  • DOI: https://doi.org/10.1007/BF02477257

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