The Ohio State University

VIGRE at The Ohio State University

Department of Mathematics

Circadian Rhythms

  • A. Goldbeter (1995). A model for circadian oscillations in the Drosophila period protein (PER). Proceedings: Biological Sciences 261 (1362): 319-324. Online or PDF
  • A. Mehra et al. (2006). Circadian rhythmicity by autocatalysis. PLoS Computational Biology 2 (7): 816-823. Online or PDF
Recommended Reading
  • M. Nakajima et al. (2005). Reconstitution of circadian oscillation of cyanobacterial KaiC phosphorylation in vitro. Science 308 (5720): 414-415. Online or PDF
  • S. Golden and S. Canales (2003). Cyanobacterial circadian clocks--timing is everything. Nature Reviews Microbiology 1 (3): 191-199. Online or PDF
  • G. Kurosawa et al. (2006). A model for the circadian rhythm of cyanobacteria that maintains oscillation without gene expression. Biophysical Journal 91 (6): 2015-2023. Online or PDF

Cell Cycle

  • B. Novak et al. (1998). Model scenarios for evolution of the eukaryotic cell cycle. Philosophical Transactions of the Royal Society B: Biological Sciences 353: 2063-2076. Online or PDF
  • Csikasz-Nagy et al. (2006). Analysis of a generic model of eukaryotic cell-cycle regulation. Biophysical Journal 90: 4361-4379. Online or PDF
  • Supplement to Csikasz-Nagy et al. (2006). Online or PDF
Recommended Reading
  • J. Tyson et al. (2002). The dynamics of cell cycle regulation. BioEssays 24: 1095-1109. Online or PDF
  • K. Chen et al. (2000). Kinetic Analysis of a Molecular Model of the Budding Yeast Cell Cycle. Molecular Biology of the Cell 11: 369-391. Online or PDF
  • F. Cross et al. (2002). Testing a Mathematical Model of the Yeast Cell Cycle. Molecular Biology of the Cell 13: 52-70. Online or PDF

Home | Lectures | Papers | Schedule | Additional Resources