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Predictably Profitable Paths in Metabolic Networks Predictably Profitable Paths in Metabolic Networks

Predictably Profitable Paths in Metabolic Networks - PowerPoint Presentation

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Predictably Profitable Paths in Metabolic Networks - PPT Presentation

Ehsan Ullah Prof Soha Hassoun Department of Computer Science Mark Walker Prof Kyongbum Lee Department of Chemical and Biological Engineering Tufts University Engineered Pathway Interventions ID: 371497

path flux glu profitable flux path profitable glu glucose akg network step liver limiting glutathione cell escherichia state predictably

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Slide1

Predictably Profitable Paths in Metabolic Networks

Ehsan Ullah, Prof. Soha HassounDepartment of Computer ScienceMark Walker, Prof. Kyongbum LeeDepartment of Chemical and Biological EngineeringTufts UniversitySlide2

Engineered Pathway Interventions

(Atsumi

et al

., 2008

) (

Trinh

et al

., 2006) (Steen et al., 2010)

Embedding

new pathways

Removing

pathways

Improving

existingpathways

2Slide3

Enumeration Elementary Flux Mode (Schuster

et al., 2000)Graph traversalDominant-Edge Pathway Algorithm(Ullah et al., 2009)Favorite Path Algorithm*Pathway Analysis

s

b

R

1

c

R

2

e

R

4

t

R

6

R

5

d

R

3

Dominant-Edge

1

st

3

rd

2

nd

4

th

3

*UnpublishedSlide4

Flux variations arise from different conditions

Given a metabolic network graph G = (V,E), source vertex s and destination vertex t and a flux range associated with each edge, find the predictably profitable path in the graph

Problem: Pathway Analysis in Presence of Flux Variations

4Slide5

R

5 (4)

d

R

3

(4)

R

5

(4)

d

R

3

(4)

A network in which any path from

s

to

t

can carry at minimum

v

p

amount of flux

G

p

= G(V,E)

such that

w

e

v

p

v

p

is obtained from the best flux-limiting step

Profitable Network

s

b

R

1

(10)

c

R

2

(6)

e

R

4 (6)

t

R

6

(10)

5Slide6

R

5 [3 11]

d

R

3

[7 12

]

R

5

[3 11]

d

R

3

[7 12]

A path in the network having reactions with smallest variations in flux

Predictable Path

s

b

R

1

[10 15]

c

R

2

[8 14]

e

R

4

[6 10]

t

R

6

[9 18]

6Slide7

Identification of profitable network

Assign the lower limit of each flux range as edge weightFind flux limiting step using favorite path algorithmPrune all edges having weight less than the flux liming step found in (b)Identification of predictable path in profitable networkAssign the flux ranges as edge weight

Use favorite path algorithm to find predictably profitable path

Approach to Find

Predictably Profitable Path

7Slide8

Escherichia coli62 Reactions51 Compounds

Liver Cell121 Reactions126 CompoundsTest Cases8Slide9

Escherichia coli

9Production of ethanol from glucose in anaerobic stateFlux data

generated from

Carlson, R., Scrienc, F.

2004Slide10

10

glucose

ethanol

Escherichia

coli

PEP

PyruvateSlide11

Flux-limiting step

11

Flux Limiting Step

glucose

ethanol

Escherichia

coli

PEP

PyruvateSlide12

Flux-limiting step

Profitable network

12

Profitable Network

glucose

ethanol

Escherichia

coli

PEP

PyruvateSlide13

Flux-limiting step

Profitable network

Predictably profitable path

Glycolysis is more predictable than PPP

Matches maximal production path identified by (Trinh et al., 2006)

13

Glycolysis

glucose

ethanol

Escherichia

coli

PEP

PyruvateSlide14

Production of glutathione from glucoseFlux data taken from HepG2 cultures*Two observed states

Drug free stateDrug fed state (0.1mM of Troglitazone)Liver Cell*Unpublished results

14Slide15

Liver Cell

15

glucose

glu

cys

ala

gly

glu

glutathione

akg

akg

lysSlide16

Liver Cell

Drug free state

16

glucose

glu

cys

ala

gly

glu

glutathione

akg

akg

lysSlide17

Liver Cell

Drug free statePPP, Alanine biosynthesis, Lysine degradation

17

glucose

glu

cys

ala

gly

glu

glutathione

akg

akg

lysSlide18

Liver Cell

Drug fed state

18

glucose

glu

cys

ala

gly

glu

glutathione

akg

akg

lysSlide19

Liver Cell

Drug fed statePPP, Cystine biosynthesis

19

glucose

glu

cys

ala

gly

glu

glutathione

akg

akg

lysSlide20

Efficient way of identifying target pathways for analyzing and engineering metabolic networksCapable of handling variations in flux data

Polynomial runtimeConclusions20