Dr Didier Gonze

Research Assistant

Unité de Chronobiologie Théorique
Faculté des Sciences
Campus Plaine, C.P. 231
Université Libre de Bruxelles
1050 Brussels, Belgium

email: dgonzeulb.ac.be
Phone: (32) 02 6505730
Fax: (32) 02 6505767

Picture of D. Gonze



Education

  • Licence en Chimie, Université Libre de Bruxelles, 1997
  • PhD, Université Libre de Bruxelles, 2001


    Research Interests

    Modeling the molecular regulatory mechanism of the Neurospora circadian clock

    We proposed and analysed mathematical models based on the negative autoregulation of the frq gene that underlies the Neurospora circadian rhythm. The model accounts for the occurrence of these oscillations in constant environmental conditions (e.g. constant darkness), for entrainment of these rhythms by light-dark cycles, for their phase-shifting induced by light pulses and for temperature compensation.

    Modeling the competition between cyanobacterial strains having different circadian periods

    In an experimental study, Ouyang et al. (1998) have shown that, in direct competition, cyanobacterial strains whose circadian clocks have free-running periods (FRPs) which match the period of an imposed light/dark (LD) cycle exclude strains whose FRPs are out of resonance with the LD cycle. These differences in competitive fitness are observed despite the lack of measurable differences in monoculture growth rates between the strains. We showed that these experimental results are consistent with a mathematical model in which cells rhythmically produce a metabolic inhibitor to which they display a sensitivity modulated by their circadian rhythm. This study is made in collaboration with Marc Roussel (Lethbridge Univ., Canada).

    Study of the robustness of circadian rhythms with respect to molecular noise

    Intrinsic molecular fluctuations may result from the small numbers of protein and mRNA molecules involved in the oscillations at the cellular level. In these conditions, it becomes necessary to resort to stochastic simulations to assess the influence of molecular noise on circadian oscillations. We addressed the effect of molecular noise by considering the stochastic version of the deterministic models and by applying specific algorithms to simulate these stochastic models.

    Modeling the synchronisation of circadian oscillators

    The suprachiasmatic nuclei (SCN) of the hypothalamus is known as the center of the circadian clock. It contains the pacemaker which control peripheral oscillations present in other parts of the brain as well as in peripheral tissues. The SCN structure is highly heterogeneous. A fundamental issue with regard to the organization of the circadian system is how the SCN achieve a coherent output while the individual cellular oscillators express a wide range of phases and periods and how this system integrates light signals. In order of getting more understanding of this organisation, we study the dynamic properties of coupled circadian oscillators. This study is made in collaboration with Prof. H. Herzel, C. Waltermann and S. Bernard (ITB, Humboldt Univ. Berlin, Germany).


    List of publications

    2011

  • Altinok A, Gonze D, Lévi F, Goldbeter A (2011) An automaton model for the cell cycle. Royal Soc J Interface Focus 1, 36-47.

    2010

  • Gonze D (2010) Coupling oscillations and switches in genetic networks. Biosystems 99, 60-69. [Abstract] [Request a pdf file]

    2009

  • Gonze D, and Leloup J-C (2009) Towards a synthetic circadian clock in mammals. Cell Sci Rev 5, 45-55. [Abstract] [Request a pdf file]
  • Gérard C, Goldbeter A (2009) Dependence of the period on the rate of protein degradation in minimal models for circadian oscillations. Phil Tran Royal Soc A 367, 4665-4683. [Abstract] [Request a pdf file]

    2008

  • Gonze D, Markadieu N, Goldbeter A (2008) Selection of in-phase or out-of-phase synchronization in a model based on global coupling of cells undergoing metabolic oscillations. Chaos 18, 037127. [Abstract] [pdf file]
  • Gonze D, Jacquet M, Goldbeter A (2008) Stochastic modeling of nucleocytoplasmic oscillations of the transcription factor Msn2 in yeast. J R Soc Interface 5 Suppl 1, S95-109. [Abstract] [pdf file]

    2007

  • Bernard S, Gonze D, Cajavec B, Herzel H, Kramer A (2007) Synchronization-induced rhythmicity of circadian oscillators in the suprachiasmatic nucleus. PLOS Comput Biol 3, e68. [pdf file]
  • Forger D, Gonze D, Virshup D, Welsh DK (2007) Beyond intuitive modeling: Coupling biophysical models with careful observation moves the circadian rhythms field forward. J Biol Rhythms 22, 200-210.
  • Goldbeter A, Gonze D, Pourquié O (2007) Sharp developmental thresholds defined through bistability by antagonistic gradients of retinoic acid and FGF signaling. Dev Dyn 236, 1495-1508. [Abstract] [pdf file]

    2006

  • Gonze D and Goldbeter A (2006) Circadian rhythms and molecular noise. Chaos 16(2), 26110. [Abstract] [pdf file]
  • Leloup J-C, Gonze D, and Goldbeter A (2006) Computational models for circadian rhythms : Deterministic versus stochastic approaches. In : "Computational Systems Biology", A Kriete and R Eils eds, pp. 249-291 (Elsevier Academic Press, Burlington-San Diego, USA). [Abstract] [pdf file]
  • Simonis N, Gonze D, Orsi C, van Helden J, Wodak S (2006) Modularity of the transcriptional regulation of protein complexes in yeast. J Mol Biol 363, 589-610. [Abstract] [pdf file]

    2005

  • Gonze D, Bernard S, Waltermann C, Kramer A, Herzel H (2005) Spontaneous synchronization of coupled circadian oscillators. Biophys J, 89, 120-129. [Abstract] [pdf file]
  • Kielbasa SM, Gonze D, Herzel H (2005) Measuring similarities between transcription factor binding sites. BMC Bioinformatics 6(1), 237. [Abstract] [pdf file]

    2004

  • Gonze D, Halloy J, and Goldbeter A (2004) Stochastic models for circadian oscillations : Emergence of a biological rhythm. Int J Quantum Chem 98, 228-238. [Abstract] [pdf file]
  • Gonze D, Halloy J, and Goldbeter A (2004) Emergence of coherent oscillations in stochastic models for circadian rhythms. Physica A: Statistical Mechanics and its Applications 342, 221-233. [Abstract] [pdf file]

    2003

  • Gonze D, Halloy J, and Goldbeter A (2003) Deterministic and stochastic models for circadian rhythms. Pathol Biol (Paris) 51, 227-230. [Abstract] [pdf file]
  • Gonze D, Halloy J, Leloup J-C, and Goldbeter A (2003) Stochastic models for circadian rhythms: Effect of molecular noise on periodic and chaotic behaviour. C R Biologies 326, 189-203. [Abstract] [pdf file]

    2002

  • Gonze D, Halloy J, and Goldbeter A (2002) Robustness of circadian rhythms with respect to molecular noise. Proc Natl Acad Sci USA 99, 673-678. [Abstract] [pdf file] [Supporting Information]
  • Gonze D, Halloy J, and Goldbeter A (2002) Deterministic versus stochastic models for circadian rhythms. J Biol Phys 28, 637-653. [Abstract] [pdf file]
  • Gonze D, Halloy J, and Gaspard P (2002) Biochemical clocks and molecular noise: Theoretical study of robustness factors. J Chem Phys 116, 10997-11010. [Abstract] [pdf file]
  • Gonze D, Roussel M, and Goldbeter A (2002) A Model for the enhancement of fitness in cyanobacteria based on resonance of a circadian oscillator with the external light-dark cycle. J Theor Biol 214, 577-597. [Abstract] [pdf file]

    2001

  • Goldbeter A, Gonze D, Houart G, Leloup J-C, Halloy J, and Dupont G (2001) From simple to complex oscillatory behavior in metabolic and genetic control network. Chaos 11, 247-260. [Abstract] [pdf file]
  • Gonze D and Goldbeter A (2001) A model for a network of phosphorylation-dephosphorylation cycles displaying the dynamics of dominoes and clocks. J Theor Biol 210, 167-86. [Abstract] [ pdf file & erratum]

    2000

  • Gonze D and Goldbeter A (2000) Entrainment versus chaos in a model for a circadian oscillator driven by light-dark cycles. J Stat Phys 101, 649-663.
  • Gonze D, Leloup J-C, and Goldbeter A (2000) Theoretical models for circadian rhythms in Neurospora and Drosophila. Comptes Rendus Hebd Acad Sci (Paris) Ser III 323, 57-67. [Abstract] [pdf file]
  • Roussel MR, Gonze D, and Goldbeter A (2000) Modeling the differential fitness of cyanobacterial Strains whose circadian oscillators have different free-running periods: Comparing the mutual inhibition and substrate depletion hypotheses. J Theor Biol 205, 321-340. [Abstract] [pdf file]

    1999

  • Leloup J-C, Gonze D, and Goldbeter A (1999) Limit cycle models for circadian rhythms based on transcriptional regulation in Neurospora and Drosophila. J Biol Rhythms 14, 433-448. [Abstract] [pdf file]
  • Romond P-C, Rustici M, Gonze D, and Goldbeter A (1999) Alternating oscillations and chaos in a model of two coupled biochemical oscillators driving successive phases of the cell cycle. Ann NY Acad Sci 879, 180-193. [Abstract] [pdf file]

    Interesting links

  • My personal homepage



    ULB - UTC: D. Gonze / Revised :