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* Department of Agricultural Chemical Technology, Budapest
University of Technology and Economics, 1521 Budapest, Szt. Gellert ter
4, Hungary; and Edited by Paul Nurse, Imperial Cancer Research Fund, London,
United Kingdom, and approved April 17, 2000 (received for review January 4, 2000)
A detailed mathematical model for the fission yeast mitotic cycle
is developed based on positive and negative feedback loops by which
Cdc13/Cdc2 kinase activates and inactivates itself. Positive feedbacks are created by Cdc13/Cdc2-dependent phosphorylation of
specific substrates: inactivating its negative regulators (Rum1, Ste9
and Wee1/Mik1) and activating its positive regulator (Cdc25). A slow
negative feedback loop is turned on during mitosis by activation of
Slp1/anaphase-promoting complex (APC), which indirectly re-activates the negative regulators, leading to a drop in Cdc13/Cdc2 activity and
exit from mitosis. The model explains how fission yeast cells can exit
mitosis in the absence of Ste9 (Cdc13 degradation) and Rum1 (an
inhibitor of Cdc13/Cdc2). We also show that, if the positive feedback
loops accelerating the G2/M transition (through Wee1 and
Cdc25) are weak, then cells can reset back to G2 from early stages of mitosis by premature activation of the negative feedback loop. This resetting can happen more than once, resulting in a quantized distribution of cycle times, as observed experimentally in
wee1
Cell Biology
Modeling the fission yeast cell cycle: Quantized cycle times in
wee1
cdc25
mutant cells
,
, and
Department of Biology, Virginia
Polytechnic Institute and State University, Blacksburg, VA 24061
cdc25
mutant cells.
Our quantitative description of these quantized cycles demonstrates the
utility of mathematical modeling, because these cycles cannot be
understood by intuitive arguments alone.
To whom reprint requests should be addressed. E-mail:
sveiczer.mkt{at}chem.bme.hu.
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