Engineered Gene Circuits Jeff Hasty. How do we predict cellular behavior from the genome? Sequence data gives us the components, now how do we understand.

Slides:



Advertisements
Similar presentations
Unravelling the biochemical reaction kinetics from time-series data Santiago Schnell Indiana University School of Informatics and Biocomplexity Institute.
Advertisements

Oscillation patterns in biological networks Simone Pigolotti (NBI, Copenhagen) 30/5/2008 In collaboration with: M.H. Jensen, S. Krishna, K. Sneppen (NBI)
Non-Markovian dynamics of small genetic circuits Lev Tsimring Institute for Nonlinear Science University of California, San Diego Le Houches, 9-20 April,
Design Principles in Biology: a consequence of evolution and natural selection Rui Alves University of Lleida
Modelling and Identification of dynamical gene interactions Ronald Westra, Ralf Peeters Systems Theory Group Department of Mathematics Maastricht University.
Modeling the Frog Cell Cycle Nancy Griffeth. Goals of modeling Knowledge representation Predictive understanding ◦ Different stimulation conditions ◦
John J. Tyson Biological Sciences, Virginia Tech
Simulation of Prokaryotic Genetic Circuits Jonny Wells and Jimmy Bai.
Biological pathway and systems analysis An introduction.
Goal Show the modeling process used by both Collins (toggle switch) and Elowitz (repressilator) to inform design of biological network necessary to encode.
Instructor: Justin Hsia 8/08/2012Summer Lecture #301 CS 61C: Great Ideas in Computer Architecture Special Topics: Biological Computing.
Combinatorial Synthesis of Genetic Networks Guet et. al. Andrew Goodrich Charles Feng.
Computational Modelling of Biological Pathways Kumar Selvarajoo
Mukund Thattai NCBS Bangalore genetic networks in theory and practice.
Signal Processing in Single Cells Tony 03/30/2005.
Petri net modeling of biological networks Claudine Chaouiya.
Systems Biology Biological Sequence Analysis
Gene expression analysis summary Where are we now?
Deterministic and Stochastic Analysis of Simple Genetic Networks Adiel Loinger MS.c Thesis of under the supervision of Ofer Biham.
Noise and Bistability 12/10/07. Noisy gene expression at single cell level Elowitz 2002.
Deterministic and Stochastic Analysis of Simple Genetic Networks Adiel Loinger Ofer Biham Azi Lipshtat Nathalie Q. Balaban.
Systems Biology Biological Sequence Analysis
Adiel Loinger Ofer Biham Nathalie Q. Balaban Azi Lipshtat
An Application of Bendixson-Boincare Theorem MAT 574- Fall 2003 Arizona State University Math & Stat Dept.
S E n  1 1 E 1 E T T 2 E 2 E I I I How to Quantify the Control Exerted by a Signal over a Target? System Response: the sensitivity (R) of the target.
Aguda & Friedman Chapter 6 The Eukaryotic Cell-Cycle Engine.
Programmed cells: Interfacing natural and engineered gene networks Kobayashi, Kærn, Araki, Chung, Gardner, Cantor & Collins,( PNAS 2004). You, Cox, Weiss.
Genome of the week - Deinococcus radiodurans Highly resistant to DNA damage –Most radiation resistant organism known Multiple genetic elements –2 chromosomes,
Development of new tools to study the cell biology and origins of phenotypic variation in the human pathogen Streptococcus pneumoniae: An overview of recently.
Synthetic Mammalian Transgene Negative Autoregulation Harpreet Chawla April 2, 2015 Vinay Shimoga, Jacob White, Yi Li, Eduardo Sontag & Leonidas Bleris.
Outline A Biological Perspective The Cell The Cell Cycle Modeling Mathematicians I have known.
Genetic network inference: from co-expression clustering to reverse engineering Patrik D’haeseleer,Shoudan Liang and Roland Somogyi.
Synthetic biology: New engineering rules for emerging discipline Andrianantoandro E; Basu S; Karig D K; Weiss R. Molecular Systems Biology 2006.
Stochastic simulations Application to molecular networks
Nonlinear Dynamics in Mesoscopic Chemical Systems Zhonghuai Hou ( 侯中怀 ) Department of Chemical Physics Hefei National Lab of Physical Science at Microscale.
AMATH 382: Computational Modeling of Cellular Systems Dynamic modelling of biochemical, genetic, and neural networks Introductory Lecture, Jan. 6, 2014.
Reconstruction of Transcriptional Regulatory Networks
Institute for Theoretical Biology Peter Hammerstein – Evolution Organismic Systems Andreas V. M. Herz - Computational Neuroscience Hanspeter Herzel - Molecular.
Combinatorial State Equations and Gene Regulation Jay Raol and Steven J. Cox Computational and Applied Mathematics Rice University.
GTL User Facilities Facility IV: Analysis and Modeling of Cellular Systems Jim K. Fredrickson.
Post-trancriptional Regulation by microRNA’s Herbert Levine Center for Theoretical Biological Physics, UCSD with: E. Levine, P. Mchale, and E. Ben Jacob.
Using Logical Circuits to Analyze and Model Genetic Networks Leon Glass Isadore Rosenfeld Chair in Cardiology, McGill University.
Abstract ODE System Model of GRNs Summary Evolving Small GRNs with a Top-Down Approach Javier Garcia-Bernardo* and Margaret J. Eppstein Department of Computer.
Systems Biology ___ Toward System-level Understanding of Biological Systems Hou-Haifeng.
By Rosalind Allen Regulatory networks Biochemical noise.
The 3 rd Research on Theorem Proving MEC Meeting Hanyang University Proteome Research Lab Park, Ji-Yoon.
Bioinformatics MEDC601 Lecture by Brad Windle Ph# Office: Massey Cancer Center, Goodwin Labs Room 319 Web site for lecture:
Genome Biology and Biotechnology The next frontier: Systems biology Prof. M. Zabeau Department of Plant Systems Biology Flanders Interuniversity Institute.
Modeling the cell cycle regulation by the RB/E2F pathway Laurence Calzone Service de Bioinformatique U900 Inserm / Ecoles de Mines / Institut Curie Collaborative.
Nonlinear Dynamics and Non- equilibrium Thermodynamics in Mesoscopic Chemical Systems Zhonghuai Hou ( 侯中怀 ) Shanghai , TACC2008
Nonlinear differential equation model for quantification of transcriptional regulation applied to microarray data of Saccharomyces cerevisiae Vu, T. T.,
Fan-out in Gene Regulatory Networks Kyung Hyuk Kim Senior Fellow Department of Bioengineering University of Washington, Seattle 2 nd International Workshop.
- George Bernard Shaw „Self Control is the quality that distinguishes the fittest to survive”
Bistable and Oscillatory Systems. Bistable Systems Systems which display two stable steady states with a third unstable state are usually termed bistable.
Combinatorial Synthesis of Genetic Networks Calin C. Guet, Michael B. Elowitz, Weihong Hsing, Stanislas Leibler Amit Meshulam Bioinformatics Seminar Technion,
„Self Control is the quality that distinguishes the fittest to survive” - George Bernard Shaw.
„Self Control is the quality that distinguishes the fittest to survive” - George Bernard Shaw.
Nonlinear Control Systems ECSE-6420
1 Department of Engineering, 2 Department of Mathematics,
AMATH 882: Computational Modeling of Cellular Systems
1 Department of Engineering, 2 Department of Mathematics,
Jeffrey C. Way, James J. Collins, Jay D. Keasling, Pamela A. Silver 
1 Department of Engineering, 2 Department of Mathematics,
„Self Control is the quality that distinguishes the fittest to survive” - George Bernard Shaw.
Department of Chemical Engineering
Wendell A. Lim, Connie M. Lee, Chao Tang  Molecular Cell 
„Self Control is the quality that distinguishes the fittest to survive” - George Bernard Shaw.
Volume 6, Issue 4, Pages e3 (April 2018)
Central Dogma Theory and Kinetic Models
Emmanuel Lorenzo de los Santos Presentation October 10, 2008
Presentation transcript:

Engineered Gene Circuits Jeff Hasty

How do we predict cellular behavior from the genome? Sequence data gives us the components, now how do we understand the full system? How can we control or monitor cellular behavior? Diseases, pathogenic invasions involve alterations of natural dynamics - can we reestablish normal function?

Gene Regulation

Gene regulatory networks Proteins affect rates of production of other proteins (or themselves) This allows formations of networks of interacting genes/proteins –Sets of genes whose expression levels are interdependent A B C DE

“Using gene and protein network wiring diagrams to try to deduce cellular behavior is akin to using a VCR circuit diagram to try to deduce how to program it.” Mathematical models are needed to translate gene-protein wiring diagrams into “manuals” explaining cellular processes. John Tyson’s Analogy

Engineered Gene Circuits Faithful modeling of large-scale networks is difficult… Alternative: Design and build simpler networks Decouple complexity Use model to design experiments Systematic comparison of model and experiment “Forward Engineering” of useful circuits Design networks to perform tasks Couple to host - control or monitor cellular function

Engineered Toggle Switch Gardner, Cantor & Collins, Nature 403:339 (2001) Model - design criteria: Construction/experiments:

The Repressilator Elowitz and Leibler, Nature 403:335 (2001)

A Detailed Example: Single-Gene Autoregulatory Module Well-characterized: Kinetic parms known Tunable control: CI857 denatures with temp Build network with off-the-shelf molecular biology Theoretical predictions: Bistablity and hysteresis (Hasty et al PNAS 97:2075, 2000)

Biochemical Reactions

Rate Eqs For cI Monomers and GFP Reporter Model predictions as the temperature is varied?

Model Prediction: Multistability

Experimental Protocol

Bistability Results Prediction Observation

Model the Fluctuations - OK when fluctuations dominated by production and degradation - Distributions numerically check with Monte Carlo “gold standard” - Still working on systematic demonstration of validity

Model Versus Experiment

Coefficient of Variation

Genetic Relaxation Oscillator Hasty et al, Chaos (2001)

Relaxation Oscillator Analysis Design network so that y is a slow variable:

Drive Oscillator With Cell Division Cycle Identify known oscillating gene product and its target promoter SWI4 forms a complex and activates the HO promoter

Resonant Dynamics

Summary Use of biochemical kinetics to describe gene regulation (in bacteria) Models can be used to develop “tailor-made” circuits Gene circuits lead naturally to problems relevant to nonlinear dynamics, statistical physics and engineering Noise from small molecular numbers is a dominant source Genetic “states” accessed through fluctuations (noise- induced transitions between attractors)

Milos Dolnik (Brandeis) David McMillen (Boston University) Vivi Rottschafer (Leiden) Farren Isaacs (BU) Charles Cantor (BU-UCSD) Jim Collins (BU) Funding: NSF, DARPA and the Fetzer Institute Collaborators:

The Human Genome Project Why is this not true? Network dynamics not yet understood