Systems Biology Across Scales: A Personal View XIV. Intra-cellular systems IV: Signal-transduction and networks. Sitabhra Sinha IMSc Chennai

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Systems Biology Across Scales: A Personal View XIV. Intra-cellular systems IV: Signal-transduction and networks Sitabhra Sinha IMSc Chennai

Intra-cellular biochemical networks Metabolic networks Nodes: metabolites (substrates & products of metabolism) Links: chemical reactions (directed) Genetic regulatory networks Nodes: Genes & Proteins Links: regulatory interactions (directed) Protein-Protein interaction network Nodes: Proteins Links: physical binding and formation of protein complex (undirected) Signaling network Nodes: Signaling molecules e.g., kinase, cyclicamp, Ca Links: chemical reactions (directed)

Intra-cellular Signaling Network The mechanism: a sequence of linked biochemical reactions inside the cell, carried out by enzymes (e.g., kinases/ phosphatases that catalyzes transfer of phosphate groups from/to a substrate) The system: A network whose nodes are enzymes, and links are reactions Emergence: Interactions among reactions signal-transduction by which cell converts signal/stimulus to specific response

Nervous system for the cell Example: Chemotaxis in E coli http://2011.igem.org/ Input: chemical substances (e.g., nutrient) Output: physical movements (bacterial motion) Chemotaxis: Bacteria move along chemical gradient, towards food and away from noxious substances Signaling pathway components for E coli chemotaxis http://2011.igem.org/

External stimulus ligand First messenger Membrane receptor protein (e.g., GPCR) Effector enzyme Membrane G G GDP G Trans-membrane protein transducer (e.g., G-protein) G GTP ATP G G Second messenger Cyclic AMP Cyclic GMP (Also IP 3, Ca 2+, DAG)

How does the signaling network allow the cell response to be sensitive to various different stimuli, and, yet robust enough to withstand noise? Example: B-Cell Response signaling network Dheeraj Kumar, Kanury VS Rao (ICGEB) Breakdown of communication disease. Hijacked by intracellular infectious agents for proliferating.

Reconstructing the complete set of interactions Under normal condition measure activation p38 Let s focus on a specific kinase How does it respond when activation of particular nodes in the network are blocked?

Treatments Correlation analysis of activity Dheeraj Kumar, Kanury VS Rao (ICGEB) Which nodes influence which other nodes? Block activation of a node, and find out how other nodes behave in its absence positive effect no effect negative effect Surprise: e.g., p38 affects and is affected by many other nodes! Why?

Inserting missing connections from database of protein interactions Tyr Kinase Ser/Thr Kinase Dual specificity Kinase Other Does not always explain everything

Dynamics of Kinase Activation d[s]/dt = k f [S][E] +k r [ES] = k f [S](E 0 [ES]) +k r [ES] kinase Assume total concn. E 0 = constant substrate S E d[es]/dt = k f [S](E 0 -[ES]) (k r +k p ) [ES] Activation (phosphorylation) k f kr kp ES P = S* d[p]/dt = k p [ES] product E E k p E S k r k f De-activation (dephosphorylation) phosphatase E

acsundergrad.wordpress.com Michaelis-Menten equation Steady-state assumption: d[es]/dt = 0 [ES] = E 0 [S] / ( [S] + K m ) with K m =(k r +k p )/k f d[p]/dt = k p E 0 [S] / ( [S] + K m ) But is the quasi-steady-state hypothesis valid? d[p]/dt Maud Menten (1879-1960) Leonor Michaelis (1875-1949) Michaelis-Menten equation (1912) [S] The steady-state assumption can give misleading results, especially in multi-step cascades!

Studying progressively more complex kinase cascades

MAPK signaling : Critical for cell decisions on proliferation, differentiaton & apoptosis The MAP-Kinase cascade Present in all eukaryotic cells Huang & Ferrell, 1996 MAPK behaves like a highly cooperative enzyme, even though none of the enzymes in the cascade are assumed to be regulated cooperatively. Dual phosphorylation Dual phosphorylation

The Huang-Ferrell model (1996) Connects MAPK cascade structure to its dynamics... [KKK]=3nM [KK]=1.2 M [K]=1.2 M [E2] = 0.3 nm [KK P ase] = 0.3 nm [K P ase] = 120 nm.

Ultrasensitivity in stimulus-response of MAPK cascade by dual phosphorylation First phosphorylation of MAPKK driven by linearly increasing input stimulus (MAPKKK*) rate & equilibrium level of phosphorylation of the substrate increase linearly with input. Second phosphorylation driven by a linearly increasing input stimulus (MAPKKK*) and a linearly increasing substrate concentration (MAPKK*) rate & equilibrium level increase as the square of the input stimulus. Fit to Hill equation: y = x nh /(K+x nh ) Huang & Ferrell, PNAS (1996) nh: Hill coefficient represents degree of cooperativity in ligand binding to A V Hill (1886-1977) enzyme or receptor (=1 for independent binding, >1 implies cooperative effect)

Experimental validation in Xenopus oocyte extract Huang & Ferrell, PNAS (1996) male-mos MAPKKK Mos Mos* MAPKK Mek-1 Mek-1* Mek-1** MAPK p42 p42* p42 ** Various concentrations of bacteriallyexpressed male-mos (signal E1) added to prepared Xenopus oocyte extracts Reactions incubated at room temperature for 100 min length of time was sufficient to allow Mek-1 (MAPKK) and p42 (MAPK) to reach steady-state activity levels Agreement with model predictions

Intra-cellular signaling networks: Neural networks trained by evolution simple hypothetical signaling network Multi-layer feed-forward neural network The elements of computation Alberts et al, Molecular Biology of the Living Cell, 3 rd ed D Bray, Nature (1995)