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Graph properties of biological
         networks


   Modeling of Biological Systems
         UCSF, May 8 2009
    natali.gulbahce@gmail.com
Chemotaxis via differential equations
Cell cycle via Boolean modeling
Large-scale cellular networks
•   Transcriptional factor binding networks
•   Protein-protein interaction networks
•   Metabolic networks
•   Protein phosphorylation networks
•   Genetic interaction networks
Numbers




Zhu et al. Gen. & Dev. (2007)
Transcription factor binding networks




Sea urchin: Davidson et al. 2002
Large scale identification of TF-binding sites using ChIP-chip or DNA sequencing
Yeast and mammalian cells: Horak and Snyder 2005; Kim et al.; Wei et al 2006.
Human Interactome



                                                                   Protein

                                                                    Y2H (Rual et al.)
                                                                    Literature




                                             Yeast: Yu et al. 2008; Krogan et al.
Human: Rual et al 2005; Stelzl et al 2005.
                                             2006; Gavin et al. 2006; Ito et al
Drosophila: Giot et al. 2003.
                                             2001; Uetz et al 2000.
C. elegans: Li et al 2004.
E. Coli Metabolic Network




                                 Nodes: metabolites
                                  Edges: reactions




Kegg, Wit, Biocyc, Bigg (UCSD)
Yeast phosphorylome
                                 Kinase

                                 Substrate




                Yeast: Ptacek et al. 2005
                H. Sapiens: Linding et al. 2007
                Phospho.elm
Yeast genetic interaction network




Tong et al. 2001; Roguev et al. 2007.
Why study these large scale networks?
In this class
• Network measures:
  degree, clustering, assortativity, betweenness
  centrality, motifs, modularity.

• Networks: random, small world, scale-free.

• Simple models, essentiality, topological
  robustness.
Human interactome follows a power-law




                                             HUBS




Distribution is the same without the bias introduced by well-
studied proteins.
Yeast ; Zhu et al. Gen. & Dev. (2007)
Assortativity
• A preference for a network's nodes to attach
  to others that are similar or different in
  degree.                       Maslov and Sneppen, 2002.
                        P(K0,K1)/PR(K0,K1)




    Yeast interactome                    Yeast transcriptome
Non-Hub Bottleneck in Yeast Interactome




                 Cak1p is a cyclin-
                 dependent kinase-
                 activating kinase
                 involved in two key
                 signaling pathways.
Hubs, bottlenecks: which are more
               essential?




NH-NB: Non-hub, non-bottleneck; H-NB: Hub, non-bottleneck;
B-NH: Bottleneck, non-hub; BH: Bottleneck, hub. Yu et al. 2007.
Watts and Strogatz, Nature (1998).
Milo et al Science 2002
How to randomize a network
Network randomization is used to determine the
statistical significance of a quantity, or how happy
you should be about a research result.

• Shuffle everything.
• Conserve the degree.
• Conserve the connectedness of the network.
Cfinder




www.cfinder.org

Palla et al. Nature (2005).
Error and attack tolerance




d




                                             f
          f

              Albert et al. Nature (2000).
Date hubs vs. party hubs




Non-hubs
Hubs
Hubs (random)
Date hubs vs. party hubs
Date hubs organize the proteome, connecting
biological processes—or modules—to each
other, whereas party hubs function inside modules.
May 17 Swine Flu prediction
       gleamviz.org
Further References
• Barabasi and Oltvai, “Network biology:
  understanding the cell’s functional
  organization,” Nature Reviews Genetics, 2004.

• Zhu, Gerstein and Snyder, “Getting connected:
  analysis and principles of biological networks,”
  Genes and Development, 2007.

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Graph properties of biological networks

  • 1. Graph properties of biological networks Modeling of Biological Systems UCSF, May 8 2009 natali.gulbahce@gmail.com
  • 3. Cell cycle via Boolean modeling
  • 4. Large-scale cellular networks • Transcriptional factor binding networks • Protein-protein interaction networks • Metabolic networks • Protein phosphorylation networks • Genetic interaction networks
  • 5. Numbers Zhu et al. Gen. & Dev. (2007)
  • 6. Transcription factor binding networks Sea urchin: Davidson et al. 2002 Large scale identification of TF-binding sites using ChIP-chip or DNA sequencing Yeast and mammalian cells: Horak and Snyder 2005; Kim et al.; Wei et al 2006.
  • 7. Human Interactome Protein Y2H (Rual et al.) Literature Yeast: Yu et al. 2008; Krogan et al. Human: Rual et al 2005; Stelzl et al 2005. 2006; Gavin et al. 2006; Ito et al Drosophila: Giot et al. 2003. 2001; Uetz et al 2000. C. elegans: Li et al 2004.
  • 8. E. Coli Metabolic Network Nodes: metabolites Edges: reactions Kegg, Wit, Biocyc, Bigg (UCSD)
  • 9. Yeast phosphorylome Kinase Substrate Yeast: Ptacek et al. 2005 H. Sapiens: Linding et al. 2007 Phospho.elm
  • 10. Yeast genetic interaction network Tong et al. 2001; Roguev et al. 2007.
  • 11. Why study these large scale networks?
  • 12. In this class • Network measures: degree, clustering, assortativity, betweenness centrality, motifs, modularity. • Networks: random, small world, scale-free. • Simple models, essentiality, topological robustness.
  • 13.
  • 14.
  • 15.
  • 16.
  • 17. Human interactome follows a power-law HUBS Distribution is the same without the bias introduced by well- studied proteins.
  • 18.
  • 19. Yeast ; Zhu et al. Gen. & Dev. (2007)
  • 20.
  • 21. Assortativity • A preference for a network's nodes to attach to others that are similar or different in degree. Maslov and Sneppen, 2002. P(K0,K1)/PR(K0,K1) Yeast interactome Yeast transcriptome
  • 22.
  • 23.
  • 24. Non-Hub Bottleneck in Yeast Interactome Cak1p is a cyclin- dependent kinase- activating kinase involved in two key signaling pathways.
  • 25. Hubs, bottlenecks: which are more essential? NH-NB: Non-hub, non-bottleneck; H-NB: Hub, non-bottleneck; B-NH: Bottleneck, non-hub; BH: Bottleneck, hub. Yu et al. 2007.
  • 26.
  • 27. Watts and Strogatz, Nature (1998).
  • 28. Milo et al Science 2002
  • 29. How to randomize a network Network randomization is used to determine the statistical significance of a quantity, or how happy you should be about a research result. • Shuffle everything. • Conserve the degree. • Conserve the connectedness of the network.
  • 30.
  • 32.
  • 33.
  • 34.
  • 35.
  • 36.
  • 37.
  • 38.
  • 39.
  • 40.
  • 41. Error and attack tolerance d f f Albert et al. Nature (2000).
  • 42. Date hubs vs. party hubs Non-hubs Hubs Hubs (random)
  • 43. Date hubs vs. party hubs Date hubs organize the proteome, connecting biological processes—or modules—to each other, whereas party hubs function inside modules.
  • 44.
  • 45. May 17 Swine Flu prediction gleamviz.org
  • 46. Further References • Barabasi and Oltvai, “Network biology: understanding the cell’s functional organization,” Nature Reviews Genetics, 2004. • Zhu, Gerstein and Snyder, “Getting connected: analysis and principles of biological networks,” Genes and Development, 2007.

Hinweis der Redaktion

  1. Global regulators: CRP (glucose starvation) and RpoS (general stress in bacteria) ; q: do you think any striking feature exists in this network? Does it look homogeneous?
  2. The ratio P(K0,K1)/Pr(K0,K1), whereP(K0,K1) is the probability that a pair of proteins with total numbers of interaction partners given by K0,K1 correspondingly, directly interact with each other in the full set of (2), whilePr(K0,K1) is the same probability in a randomized version of the same network. (B) The same as in (A) but for a protein with the in-degree Kin to be regulated by that with the out-degree Kout in the transcription regulatory network (3). 
  3. Cak1p is a cyclin-dependent kinase-activating kinase involved in two key signaling-transduction pathways: cell cycle and sporulation.
  4. GLEaM is a discrete stochastic epidemic computational model based on a meta-population approach in which the world is defined in geographical census areas connected in a network of interactions by human travel fluxes corresponding to transportation infrastructures and mobility patterns. The GLEaM 2.0 simulation engine includes a multiscale mobility model integrating different layer of transportation networks ranging from the long range airline connections to the short range daily commuting pattern.