General Mathematics

   

Biological N-System with Global Stability

Authors: Linfan Mao

However, even if it is non-solvable, it charac terizes biological systems also if it can be classified into solvable subsystems. The main purpose of this paper is to characterize the biological behavior of such systems with global stability by a combinatorial approach, i.e., establish the relationship between solvable subsystems of a biological n-system with Eulerian subgraphs of la beling bi-digraph of→ G, characterize n-system with linear growth rate and the global stability on subgraphs.

Comments: 28 Pages.

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Submission history

[v1] 2017-01-03 07:47:02

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