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Computational Design of Biological Systems by Automatic Methods - - PowerPoint PPT Presentation

Computational Design of Biological Systems by Automatic Methods Alfonso JARAMILLO Synth-Bio group Programme Epigenomique CNRS-Genopole-UEVE & Ecole Polytechnique http://synth-bio.org Outline of Talk Molecular Genetics in the


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SLIDE 1

Computational Design of Biological Systems by Automatic Methods

Alfonso JARAMILLO Synth-Bio group Programme Epigenomique CNRS-Genopole-UEVE & Ecole Polytechnique

http://synth-bio.org

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SLIDE 2

Outline of Talk

 Molecular Genetics in the post-genomic era  Design of molecular parts (I): Macromolecules  Design of molecular parts (II): Networks  Design of molecular parts (III): Cells

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SLIDE 3

Cells Macromol Introd Networks

Molecular Genetics in the post-genomic era

 Can we understand complex genetic systems as a combination

  • f molecular parts?

 Proteins, RNAs, Genetic circuits, Metabolic circuits, Genomes…

 Approach 1: build a list of parts, construct computational

models and test their predictions against experimental data.

 Systems Biology

 Approach 2: design, construct & validate synthetic systems

from molecular parts

 Synthetic Biology

3

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SLIDE 4

Cells Macromol Introd Networks

3

Enabling breakthroughs in a postgenomic era

 Advances in computing power  Internet  Genomic sequencing  Crystal structures of proteins  High through-put technologies

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SLIDE 5

Cells Macromol Introd Networks

Synthetic Biology

Understanding complex genetic systems as a combination of molecular parts

 Approach: design, construct & validate synthetic systems from

molecular parts

 Problem: Genetic Engineering has been around for more than 30 years

and its technology does not scale with current molecular part lists.

 Solution: Make biology more engineerable

 How we could facilitate the engineering of genetic systems?

 By embracing engineering paradigms

 Abstraction, Modularization and standardization

 By developing computational design methods that apply our knowledge

2

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SLIDE 6

Cells Macromol Introd Networks

Engineering new biological systems

5 Path 1: the construction of engineered DNA, which allows manipulation at every level of the natural hierarchy. Path 2: the use of engineered DNA to produce novel nanostructures. Path 3: the development of nonstandard amino acids and base pairs, which can then be assembled into foldamers and DNA analogs. Path 4: the creation of alternative genetic systems. Path 5: producing minimal genomes (synthetic chromosomes) and transplanting them into prokaryotic hosts. Path 6: adding new functions to living

  • rganisms by manipulating cell machinery.

Path 7: the fusion of proteins to produce assemblies with novel functions. Path 8: the use of peptide synthesis to create programmable building blocks that can assemble further into functional protein components.

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SLIDE 7

Cells Macromol Introd Networks

7

Decoupling Design & Fabrication

 Rules insulating design process from details of fabrication  Enable parts, device, and system designers to work together  VLSI electronics (1970s)

Abstraction

 Insulate relevant characteristics from overwhelming detail  Simple components that can be used in combination  From Physics to Electrical Engineering (1900s)

Standardization of Components

 Predictable performance  Off-the-shelf  Mechanical Engineering (1800s) & the manufacturing revolution (e.g. Henry

Ford)

Design principles of SB

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SLIDE 8

Cells Macromol Introd Networks

8

‘I need a few DNA binding proteins.’ ‘Here’s a set of DNA binding proteins, 1→N, that each recognize a unique cognate DNA site, choose any.’ ‘Get me this DNA.’ ‘Here’s your DNA.’ ‘Can I have three inverters?’ ‘Here’s a set of PDP inverters, 1→N, that each send and receive via a fungible signal carrier, PoPS.’ TAATACGACTCACTATAGGGAGA

DNA

Zif268, Paveltich & Pabo c. 1991

Parts

PoPS NOT.1 PoPS PoPS

Devices

PoPS

NOT.2

PoPS

NOT.3

PoPS

NOT.1

Systems

Abstraction levels

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SLIDE 9

Cells Macromol Introd Networks

9

I13453 B0034 I15008 B0034 I15009 B0015 tetR R0040 B0034 I15010 B0015

BBa_M30109

=

Notice that for the MIT registry, any combination of parts (e.g. devices and systems) is a part.

Off-the-shelf biological parts and devices

 Promoter  RBS  CDS  Terminator  Tag  Primer  Operator

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SLIDE 10

Cells Macromol Introd Networks

10

S P X E

Biobricks

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SLIDE 11

Cells Macromol Introd Networks

 Hydrogen is considered the energy carrier of the future  Use cyanobacteria for photoproduction of hydrogen:

 Solar energy is inexpensive  Production is clean and sustainable

The problem:

  • Photosynthesis can produce hydrogen (hydrogenase)
  • Photosynthesis produces oxygen
  • Oxygen inhibits hydrogen production by hydrogenase!

Options: 1) Use resistent hydrogenase (NiFe), less efficient 2) Use efficient hydrogense (Fe), fight inhibition

Application: hydrogen production

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Cells Macromol Introd Networks

X

Inhibition

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SLIDE 13

Cells Macromol Introd Networks

X Y

?

Oxygen consumption

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Cells Macromol Introd Networks

  • Use mitochondrion to consume oxygen
  • Tune photosynthesis so production and consumption match

Mellis, 2004

Fighting inhibition

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SLIDE 15

Cells Macromol Introd Networks

  • Abstraction
  • Parts
  • Devices
  • Systems
  • Specification
  • Modularity
  • Simulation
  • Optimization

H2 production Oxygen consumption and sensing Regulation

BioModularH2 project

Adapted from KEGG

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SLIDE 16

E = Kb

bonds

b − bo

( )

2 +

angles

θ −θo

( )

2 +

torsions

1+ cos(nφ −δ)

( )

+ Kϕ

impropers

ϕ −ϕo

( )

2 +

KUB

Urey−Bradley

r

1,3 − r 1,3,o

( )

2 +

Multi-scale computational design

De novo design of proteins:

  • DESIGNER
  • PROTDES

De novo design of:

  • Transcriptional networks
  • GENETDES
  • ASMPARTS
  • RNA networks
  • RNADES
  • De novo design of metabolic

pathways by retro-biosynthesis

  • DESHARKY
  • Network inference from

microarray & proteomics resp.

  • INFERGENE

Macromolecules Biological networks Genomic background

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SLIDE 17

E = Kb

bonds

b − bo

( )

2 +

angles

θ −θo

( )

2 +

torsions

1+ cos(nφ −δ)

( )

+ Kϕ

impropers

ϕ −ϕo

( )

2 +

KUB

Urey−Bradley

r

1,3 − r 1,3,o

( )

2 +

Multi-scale computational design

De novo design of proteins:

  • DESIGNER
  • PROTDES

De novo design of:

  • Transcriptional networks
  • GENETDES
  • ASMPARTS
  • RNA networks
  • RNADES
  • De novo design of metabolic

pathways by retro-biosynthesis

  • DESHARKY
  • Network inference from

microarray & proteomics resp.

  • INFERGENE

Macromolecules Biological networks Genomic background

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SLIDE 18

19

How can we design protein structure and function?

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SLIDE 19

Cells Macromol Introd Networks

20 Physical model at atomic scale

Protein design: Inverse folding problem

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SLIDE 20

Cells Macromol Introd Networks

21

Rotamer library

Unfolded Folded

Folding Dipeptide random model partition function

Physical model at atomic scale

Protein design: Inverse folding problem

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SLIDE 21

Cells Macromol Introd Networks

22

Rotamer library

Unfolded Folded

Folding Dipeptide random model partition function

Physical model at atomic scale

Protein design: Inverse folding problem

Score sequences with: Combinatorial optimisation

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SLIDE 22

Cells Macromol Introd Networks

23

Main challenges in protein design

 Model unfolded state  Model folded state  Implicit solvation  Side-chain and backbone flexibility  Combinatorial explosion

Proteins 2009 Biophys J. 2005 Syst & Synth Biol 2009. PROTDES software J Comput Chem 2008

The main challenges in protein design require methodological advances.

Syst & Synth Biol 2009

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SLIDE 23

Cells Macromol Introd Networks

23

Synthetic Protein Scaffolds

Design & Construction of Parts

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Cells Macromol Introd Networks

24

Design of a New Fold

Baker’s group, (Science 2003) A new topology, not in PDB, was chosen:

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Cells Macromol Introd Networks

25

Designed protein

Blue computationally designed, red x-ray structure RMSD 1.17A

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SLIDE 26

Cells Macromol Introd Networks

26

D17Q N C

SH3

N Y3F L5V V39I C V26L I30V N C

Wernisch et al., JMB 2000

B1 domain, Protein G Ubiquitin Core re-design

Redesign of natural protein domains

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SLIDE 27

Cells Macromol Introd Networks

27

New Molecular Recognition

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SLIDE 28

Cells Macromol Introd Networks

28

Design of new sensor proteins

Redesign 5 periplasmic binding proteins (PBP) to bind trinitrotoluene (TNT), L-lactate or serotonin in place of the wild-type sugar or amino-acid ligands Hellinga’s group, (Nature 2003)

  • pen

closed

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SLIDE 29

Cells Macromol Introd Networks

29

TNT.R3 Lac.R1 Lac.H1 Stn.A1

(Affinity 50 µM) (Affinity 2 nM) (Affinity 1.8 µM) (Affinity 7.4 µM)

Design of new sensor proteins

Hellinga’s group, (Nature 2003)

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SLIDE 30

Cells Macromol Introd Networks

30

Designed Binding Site for Vanillin

90R 164E 105N 89K 15D 16N 214D 235E 103N

iGEM-Valencia 2006 http://www.intertech.upv.es/wiki/

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SLIDE 31

Cells Macromol Introd Networks

31

RDX biosensor

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Cells Macromol Introd Networks

32

Design of MHC-I inhibitors

Find sequences of 9 residues long binding to MHC- I

Minimize the binding energy between the MHC-I and the peptide

We designed and characterized 10 peptides:

 All with binding  131% of reference binding  Less than 55% identity with known peptides  3 peptides recognized by the TCR

Peptide from HTLV-1 Tax complex Designed peptide

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SLIDE 33

Cells Macromol Introd Networks

33

Computational Redesign of Endonuclease

Ashworth et al. Nature 2006

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Cells Macromol Introd Networks

34

Crystal Structure of the DES Enzyme-DNA Complex

Superposition: salmon: design model cyan: crystal structure Electro-density map of the redesigned region: gray: computational designed model

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SLIDE 35

Cells Macromol Introd Networks

24

De Novo Design of Novel Enzymes

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SLIDE 36

Cells Macromol Introd Networks

25

We want to lower ∆Gcat by minimising the binding energy to 3D model of ES‡

E+P ES‡ E+S Eunf (S) ∆Gcat ≈ ∆Gbind

Catalytic site design

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SLIDE 37

Cells Macromol Introd Networks

26

 Find sequence that both folds AND has activity: two-objective problem

E+P ES‡ E+S Eunf (S)

Simultaneously

  • ptimise 2 scores

∆G = ∆Gfold+ ∆Gcat

∆Gcat ≈ ∆Gbind

Catalytic site design

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SLIDE 38

Cells Macromol Introd Networks

8

Experimental validation of min. energy designs

 Thermostable choristmate mutase with

restricted AI/KE alphabet

 Design of 10 peptide sequences of 9 residues

long binding to MHC- I

 Redesign thioredoxin by grafting esterase activity on

p-nitrophenyl acetate while preserving original

  • function. Promiscuous enzyme design.

J Biol Chem 2003

  • Coll. Prof. Sánchez-Ruiz

(Granada, Spain)

Molar ellipticity at 222nm

  • Coll. Profs. Hilvert (ETH-Zurich),

Wodak (Toronto) & Karplus (Harvard &ISIS)

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SLIDE 39

Cells Macromol Introd Networks

8

Experimental validation of min. energy designs

 Thermostable choristmate mutase with

restricted AI/KE alphabet

 Design of 10 peptide sequences of 9 residues

long binding to MHC- I

 Redesign thioredoxin by grafting esterase activity on

p-nitrophenyl acetate while preserving original

  • function. Promiscuous enzyme design.

J Biol Chem 2003

  • Coll. Prof. Sánchez-Ruiz

(Granada, Spain)

Molar ellipticity at 222nm

  • Coll. Profs. Hilvert (ETH-Zurich),

Wodak (Toronto) & Karplus (Harvard &ISIS)

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SLIDE 40

Cells Macromol Introd Networks

27

Chorismate mutase with restricted AI/KE alphabet?

 Redesign of helix 1 using hydrophobic

/hydrophilic patterning.

Enzyme with minimal aminoacid alphabet

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SLIDE 41

Cells Macromol Introd Networks

28

Chorismate mutase with restricted AI/KE alphabet?

 Redesign of helix 1 using hydrophobic

/hydrophilic patterning.

 We did two parallel experiments:

 Computational protein design  In vivo directed evolution

Enzyme with minimal aminoacid alphabet

  • Coll. Wodak (Toronto) & Karplus

(Harvard & ISIS)

  • Coll. Profs. Hilvert (ETH-Zurich)
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SLIDE 42

Methodology Computational Protein design

State space:

7

Challenges: Objective function: Mathematical description: Optimisation:

G=∑i∑xiGi

sing(xi)+∑i<j∑xixjGij pair(xixj)

exp −G /kT

( ) =

d solute

( )d solvent ( )exp −E /kT ( )

= d solute

( )exp −(E + Esolv

eff )/kT

( )

{xi}= Aminoacid side-chain at residue i Mij(xj) = ∑xi exp(-Eij

pair(xi,xj)/RT) exp(-Ei sing(xi)/RT)∏k≠jMki(xi)

Belief propagation Heuristic: Monte Carlo Simulated Annealing Exact: Branch & Bound NP-Hard problem of large size: 10200, new approaches are needed We use a physical model with almost no fitted parameters Inverse folding problem Calculation of folding free energy

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SLIDE 43

E = Kb

bonds

b − bo

( )

2 +

angles

θ −θo

( )

2 +

torsions

1+ cos(nφ −δ)

( )

+ Kϕ

impropers

ϕ −ϕo

( )

2 +

KUB

Urey−Bradley

r

1,3 − r 1,3,o

( )

2 +

Multi-scale computational design

De novo design of proteins:

  • DESIGNER
  • PROTDES

De novo design of:

  • Transcriptional networks
  • GENETDES
  • ASMPARTS
  • RNA networks
  • RNADES
  • De novo design of metabolic

pathways by retro-biosynthesis

  • DESHARKY
  • Network inference from

microarray & proteomics resp.

  • INFERGENE

Macromolecules Biological networks Genomic background

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SLIDE 44

Cells Macromol Introd Networks

44

Can we design protein networks with targeted behaviour?

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SLIDE 45

Cells Macromol Introd Networks

45

Building a bacterial blinker

Design System Device 2 Device 1 Device 3 Part 1.2 Part 3.2 Part 3.3 Part 2.3 Part 2.2 Part 2.4 Part 2.1 Part 1.1 Part 3.1 Part 1.3 Idea

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SLIDE 46

Cells Macromol Introd Networks

46 Time Protein concentration Elowitz & Leibler. 2000. Nature 403:335-8

Building a bacterial blinker

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SLIDE 47

Cells Macromol Introd Networks

47 Plac (-) tetR-lite cI-lite lacI-lite (-) (-) Ptet PR

Device 1 Device 2 Device 3

Elowitz & Leibler. 2000. Nature 403:335-8

Building a bacterial blinker

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SLIDE 48

Cells Macromol Introd Networks

48 Plac (-) tetR-lite cI-lite lacI-lite (-) (-) Ptet PR

Parts

Elowitz & Leibler. 2000. Nature 403:335-8

Building a bacterial blinker

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SLIDE 49

Cells Macromol Introd Networks

49 Time Protein concentration Plac (-) tetR-lite cI-lite lacI-lite (-) (-) Ptet PR Elowitz & Leibler. 2000. Nature 403:335-8

Building a bacterial blinker

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SLIDE 50

Cells Macromol Introd Networks

50 Plac Ptet PR

  • E. coli as the Chassis

Elowitz & Leibler. 2000. Nature 403:335-8

Building a bacterial blinker

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SLIDE 51

Cells Macromol Introd Networks

51

Building a bacterial blinker: repressilator

Elowitz & Leibler. 2000. Nature 403:335-8

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SLIDE 52

Cells Macromol Introd Networks

Development of Genetic Circuitry Exhibiting Toggle Switch or Oscillatory Behavior in Escherichia coli Mariette R. Atkinson et al. Cell, Vol. 113, 597–607, May 30, 2003,

Atkinson oscillator

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SLIDE 53

Cells Macromol Introd Networks

J Stricker et al. Nature, (2008) doi:10.1038/ nature07389

Hasty oscillator

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SLIDE 54

Cells Macromol Introd Networks

44

Can we design such protein networks in an automated way?

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SLIDE 55

Cells Macromol Introd Networks

45

Automatic design gene networks

 We are going to use a coarse-grained description at the protein

level

 Focus on transcription regulation  Combinatorial optimisation

Repression Activation

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SLIDE 56

Cells Macromol Introd Networks

46

Methodology to design gene networks

 We are going to use a coarse-grained description at the protein

level

 Focus on transcription regulation  Combinatorial optimisation

Repression Activation

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SLIDE 57

Cells Macromol Introd Networks

47

GENETDES software

Rodrigo et al. Bioinformatics 2007 GENETDES software Evolve and optimise network using a targeted time-course to construct a score

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SLIDE 58

Cells Macromol Introd Networks

48

GENETDES software

Rodrigo et al. Bioinformatics 2007 GENETDES software Evolve and optimise network using a targeted time-course to construct a score Rodrigo et al. J. Syst. & Synth. Biol. 2008

Extend to combinatorial assembly of SBML models

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SLIDE 59

Cells Macromol Introd Networks

49

Transcriptional networks as logic gates

Input u1 Input u2 Output y 1 1 1 1 1

b c a

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Cells Macromol Introd Networks

50

Transcriptional networks as logic gates

b c a

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SLIDE 61

Cells Macromol Introd Networks

51

Transcriptional networks as logic gates

b c a Lambda phage bidirectional promoter Removed PR (upstream -50) & OR1 OR3 Added operator for CRP from consensus [Protocol by Joung et al. , Science 1994]

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SLIDE 62

Cells Macromol Introd Networks

52

Transcriptional networks as logic gates

b c a Rodrigo et al. IET Synth Biol 2007

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SLIDE 63

Cells Macromol Introd Networks

13

Computationally designed gene networks

 Logic gates

 AND  NAND  OR  NOR

 Memory devices

 RS-Latch  JK-Latch

 Oscillatory circuits

Rodrigo et al., CEJB 2007, Biochimie 2008 Rodrigo et al., Syst & Synth Biol 2008a Rodrigo et al., Syst & Synth Biol 2008b

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SLIDE 64

Cells Macromol Introd Networks

57

New developments: constructing the circuits by assembling

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SLIDE 65

Cells Macromol Introd Networks

Workflow

6

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SLIDE 66

Cells Macromol Introd Networks

From biological discovery to an engineered device

7 The device is re-engineered using standardised biological parts

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SLIDE 67

Cells Macromol Introd Networks

58

Asmparts: in silico assembly of parts

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Cells Macromol Introd Networks

59

mRNA degradation constant protein degradation constant Ribosome binding constant 1-transcription termination efficiency regulatory coefficient Hill coefficient basal transcription rate transcription rate in presence of TF

Asmparts: in silico assembly of parts

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SLIDE 69

Cells Macromol Introd Networks

60

Asmparts: in silico assembly of parts

Rodrigo et al. Syst. & Synth. Biol. 2008 Genetdes 3.0: design of biological circuits using a combinatorial assembly of standard model parts Biological part models in SBML Asmparts: In silico assembly of parts models

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SLIDE 70

Methodology computational gene network design

State space:

12 Challenges: Objective function: Mathematical description: Optimisation: {xi}= Concentration/number of molecule i Heuristic: Monte Carlo Simulated Annealing Avoid solving the dynamics by using analytical approximations for perturbations Adapt it to stochastic processes and discrete events (e.g. signalling) y z Solve the dynamics Rodrigo et al. Bioinformatics 2007 GENETDES software

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SLIDE 71

Cells Macromol Introd Networks

Naturally RNA-based gene regulation systems

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SLIDE 72

Cells Macromol Introd Networks

72

RNA-based Synthetic Biology

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SLIDE 73

Cells Macromol Introd Networks

73

RNA Switches: Engineered Riboregulators

FJ Isaacs et al., Nature Biotechnology, 2004

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Cells Macromol Introd Networks

74

Computational Design of Riboswitches

We can use combinatorial

  • ptimisation to stabilise an

unbound active/inactive ribozyme and to destabilise a bound inactive/active

  • conformation. Several logic

gates can be created. Breaker’s group 2005

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SLIDE 75

Cells Macromol Introd Networks

RNA-based digital devices

Smolke’s group (Science 2008)

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SLIDE 76

Cells Macromol Introd Networks

RNA-based digital devices

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SLIDE 77

Automatic design with nucleic acids

Communication by Dr. Georg Seelig. Caltech, USA. Example of biological integrated circuits by using RNA Multi-scale problem:

Scale 1: Extend Genetdes to use generalised reactions in a modular way (Genetdes++).

Macroscopic scale, governed by chemical reactions among several species.

Scale 2: Obtain the nucleotide sequence that will produce a given reaction (RNAdes): Inverse folding problem

Microscopic, controlled by statistical physics.

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SLIDE 78

Methodology computational RNA network design

State space:

Challenges: Objective function: Mathematical description: Optimisation: Scale 1: {xi}= Concentration of molecule i Scale 2: {xi}= Nucleotide at residue position i Heuristic: Monte Carlo Simulated Annealing Kinetic modelling considering secondary structure Generalise inverse folding to “inverse kinetics” problem y z Solve the dynamics

slide-79
SLIDE 79

E = Kb

bonds

b − bo

( )

2 +

angles

θ −θo

( )

2 +

torsions

1+ cos(nφ −δ)

( )

+ Kϕ

impropers

ϕ −ϕo

( )

2 +

KUB

Urey−Bradley

r

1,3 − r 1,3,o

( )

2 +

Multi-scale computational design

De novo design of proteins:

  • DESIGNER
  • PROTDES

De novo design of:

  • Transcriptional networks
  • GENETDES
  • ASMPARTS
  • RNA networks
  • RNADES
  • De novo design of metabolic

pathways by retro-biosynthesis

  • DESHARKY
  • Network inference from

microarray & proteomics resp.

  • INFERGENE

Macromolecules Biological networks Cells: Genomic background

slide-80
SLIDE 80

Computational designs in a genomic background

Rodrigo et al. Bioinformatics 2008 Carrera et al. Nucl. Acids Res. 2009 We obtained a ODE model for the global transcription network of E. coli:

  • Coll. Prof. Prather (MIT, USA)

We developed a methodology for the automatic design of metabolic pathways:

We use a retro-biosynthesis algorithm

Improved sampling Predicted expression versus experimental

slide-81
SLIDE 81

Combinatorial computational genome design

Fitness/scoring function:

Use chassis model to estimate cell growth

Cost/benefit model:

Expressing genes is detrimental to growth

Expressing “useful” pathways contributes to growth

Characterization biological part models (Asmparts)

Replace promoter Add/remove ORF Construction of a computational promoter library Combinatorial promoter

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SLIDE 82

Cells Macromol Introd Networks

In silico genome evolution and design

 Evolution moves:

 Add/remove TF or enzyme  Replace promoter  Add/remove operon  Modify kinetic parameters

 Biological part models (Asmparts)  Desharky to move in metabolic space  Fitness/scoring function:

 Use chassis model to estimate cell growth  Cost/benefit model:

 Expressing genes is decremental to growth  Expressing “useful” pathways contributes to

growth

 FBA for fast metabolic reactions, ODEs

for slow transcriptional ones.

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SLIDE 83

Methodology genome-scale modelling

State space:

Challenges: Objective function: Mathematical description: Optimisation: {xi}= Concentration of metabolite i {yi}= Concentration of transcription factor i Exact: Linear Programming {vi} Heuristic: Monte Carlo Simulated Annealing to evolve the ODEs Couple transcription regulation to metabolic reactions Integrate discrete events (e.g. signalling). Steady state assumption Subject to

Where vi are the cell metabolic fluxes, c their contributions to the growth rate, S the stoichiometry matrix, and b the uptake fluxes

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SLIDE 84

Conclusion

Macromolecules Biological networks Genomic background

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SLIDE 85

76

Synth-Bio group

Guillermo Rodrigo PhD Student (co-supervised IBMCP, Spain) (2006)

Javier Carrera PhD Student (co-supervised IBMCP, Spain) (2007)

Filipe Pinto PhD Student (co-supervised IBMC, Portugal) (2009)

Daniel Camsund PhD Student (co-supervised Uppsala, Sweeden) (2009)

Boris Kirov PhD Student (2008)

Thomas Landrain PhD Student (2008)

Bogdana Barlacu Technician (2008)

Vijai Singh Postdoc (2009)

Mariel Montesinos Administrative assist. & project management (2007) Recent members:

Pablo Tortosa EMBO postdoc (2004-2007)

Maria Suarez Postdoc (2006-2009)

Funding

ATIGE Genopole/UEVE 2008-201

SynthBioClock CNRS IPCB 2008

TARPOL FP7 2008-201

BioModularH2 FP6 NEST 2007-2010

Solar ethanol IFCPAR/CEFIPRA 2008-2010

Aide projets EU Ile-de-France 2008-2010

Emergence FP6 NEST 2006-2009

Laccase design Alliance (Columbia) 2006-2007

Glucaric acid p. MIT-France

http://synth-bio.org Postdoc openings!!!