We discuss a class of models arising in the study of circadian rhythm and the properties of the matrix equations providing the bifurca- tion points for a wide parameter class. In particular, we prove that the five dimensional system studied in the cited work of Gonze, Halloy, and Goldbeter can have only a simple Hopf bifurcation.
Notes on Circadian Rhythm
SACCON, CLAUDIO;
2013-01-01
Abstract
We discuss a class of models arising in the study of circadian rhythm and the properties of the matrix equations providing the bifurca- tion points for a wide parameter class. In particular, we prove that the five dimensional system studied in the cited work of Gonze, Halloy, and Goldbeter can have only a simple Hopf bifurcation.File in questo prodotto:
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