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Lorentz workshop Multiscale Systems Biology of Cancer
Leiden, NL, Nov. 16, 2012
Natal van Riel
Dept. of Biomedical Engineering, n.a.w.v.riel@tue.nl
• Parameter Transition Analysis (PTA)
• Progressive adaptations in metabolism associated with
diseases (or therapeutic intervention)
• Linking phenotypes
• Integrate metabolome, proteome, transcriptome
• Indentifying and exploiting the structure of the parameter space
unidentifiability ↔ constraints paradox (?)
• Quantifying and analyzing uncertainty in model and data
/ biomedical engineering PAGE 219-8-2013
Systems biology and metabolic diseases
• Changes in metabolism associated with multi-factorial,
progressive diseases
/ biomedical engineering PAGE 319-8-2013
Kinetic modeling
• ATP metabolism in mitochondria
/ biomedical engineering PAGE 419-8-2013
Chance, Comput Biomed Res.1967;1:251-64.
Schmitz et al. PLoS ONE
2012, 7(3): e34118.
Kinetic modeling
/ biomedical engineering PAGE 519-8-2013
Chalhoub et al, 2007 AJP Endocrinol 93(6): E1676-
liver
skeletal muscle
Schmitz,et al. Am J Physiol
Cell Physiol 2012 Oct 31
Constrained-based modeling
/ biomedical engineering PAGE 619-8-2013
• Genome-Scale Metabolic Modeling (GSMM)
• Liver specific GSMM’s:
− Jerby, Shlomi and Ruppin 2010 Mol Sys Biol 6: 401
− Gille,…, Holzhutter 2010 Mol Syst Biol 6: 411
Constraints:
• Physical-chemical: network topology,
conservation of mass, thermodynamics
• Flux Balance Analysis (FBA)
• Data:
• Shlomi,…, Ruppin 2008 Nat Biotech 26: 1003
• Inverse problems
• Numerical optimization
• Variability / Uncertainty analysis
/ biomedical engineering PAGE 719-8-2013
2
1
( )
( )
N
i i
d
i i
y d
X
σ=
 −
 
 
∑
p
p
( )ˆ arg min ( )dX=
p
p p
( )
( ( ), , )
d t
t t
dt
=
s
Nv s p
=Nv 0subject to
i i ia v b< <
( )ˆ arg max ( )X=
v
v v
Metabolic Syndrome (MetS)
• The characteristics of plasma lipoprotein profiles codetermine
metabolic and cardiovascular disease risks
• Underlying molecular mechanisms are not fully understood
• Multi-factorial and progressive
/ biomedical engineering PAGE 819-8-2013
• Preclinical research
• Cohort studies: cross-sectional
e.g. BMI matched
• Patient-specific (VPH, ITFoM)
/ biomedical engineering PAGE 919-8-2013
/ biomedical engineering PAGE 1019-8-2013
• Different diets
• Genetic manipulation
• Pharmacological compounds
…
experiments
phenotype A
experiments
phenotype B
Identify adaptations
Modulate lipoprotein metabolism
• Activate Liver X Receptor (nuclear receptor)
plays a central role in the control of cellular lipid
and sterol metabolism
• Metabolic profiling
/ biomedical engineering PAGE 1119-8-2013
0 10 20
0
100
200
Hepatic TG
Time [days]
[umol/g]
0 10 20
0
1
2
3
Hepatic CE
Time [days]
[umol/g]
0 10 20
0
2
4
6
Hepatic FC
Time [days]
[umol/g]
0 10 20
0
50
100
Hepatic TG
Time [days]
[umol]
0 10 20
0
0.5
1
1.5
Hepatic CE
Time [days]
[umol]
0 10 20
0
2
4
Hepatic FC
Time [days]
[umol]
0 10 20
0
1000
2000
3000
Plasma CE
Time [days]
[umol/L]
0 10 20
0
1000
2000
3000
HDL-CE
Time [days]
[umol/L]
0 10 20
0
500
1000
1500
Plasma TG
Time [days]
[umol/L]
0 10 20
6
8
10
12
VLDL clearance
Time [days]
[-]
0 10 20
100
200
300
400
ratio TG/CE
Time [days]
[-]
0 10 20
0
5
10
15
VLDL diameter
Time [days]
[nm]
0 10 20
0
1
2
3
VLDL-TG production
Time [days]
[umol/h]
0 10 20
1
2
3
Hepatic mass
Time [days]
[gram]
0 10 20
0
0.2
0.4
DNL
Time [days]
[-]
• Computational model
Grefhorst et al. Atherosclerosis, 2012, 222: 382– 389
Tiemann et al. BMC Systems Biology, 2011, 5:174
Control, 1, 2, 4, 7, 14, 21 days
Phenotype snapshots
• Observed:
• Unobserved:
• Metabolic network topology
is invariant
• Adaptations in metabolism:
- metabolic control
- interaction with proteome and transcriptome
 Metabolic parameters (e.g. Vmax) can change
/ biomedical engineering PAGE 1219-8-2013
Metabolome
Proteome
Transcriptome
Parameter Trajectory Analysis (PTA)
• Algorithm: nesting of simulation and parameter estimation
/ biomedical engineering PAGE 1319-8-2013
Progressive disease /
Treatment intervention
Phenotype data at different
stages
Monte Carlo sampling of data
interpolants
Estimation of parameter and flux trajectories
Analysis
A priori information
Metabolic network topology
& Reaction kinetics
Differential Equation model
with time-dependent parameters
( )
( ( ), , )
d t
t t
dt
=
s
Nv s p
( )
( ( ) ,( ), )
d t
t t
dt
t=
s
Nv s p
2
1
( )
( )
N
i i
d
i i
y d
X
σ=
 −
 
 
∑
p
p
( )
( )
ˆ( ) arg min ( ( )d
t
t X t=
p
p p
Parameterization
• Sampling parameter space
• Single phenotype snapshot
/ biomedical engineering PAGE 1419-8-2013
10
0
10
1
10
2
10
2
10
3
10
4
TG formation (ER)
CEformation(ER)
LXR activation
reference
• Connecting phenotypes
• Numerical results
• ensemble
• Visualization
• 2D historgram
/ biomedical engineering PAGE 1519-8-2013
Monte Carlo approach to assess different
dynamic behavior
• To account for uncertainty in the data
/ biomedical engineering PAGE 1619-8-2013
/ biomedical engineering PAGE 1719-8-2013
…
Input
Output
From adaptations in metabolome…
• … to predict changes in proteome / transcriptome
/ biomedical engineering PAGE 188/19/2013
T0901317
LXR
model development
predict changes
Metabolome
Proteome
Transcriptome
enzyme parameter gene/protein
HDL-CE synthesis ABCA1
HDL-CE uptake SR-B1
FC production ABCG5
… …
Fas, Abcg5, Abcg8, Cyp7a1, Lpl, Pltp, Cd36
Effects of LXR activation
• Increased cholesterol efflux from periphery to HDL particles
• Accumulation of hepatic TG (hepatic steatosis)
• Metabolic adaptation: decreased
hepatic capacity to clear cholesterol
•  Predicts a decrease in SR-B1
/ biomedical engineering PAGE 1919-8-2013
• Experimental validation
Tiemann et al, submitted
The hepatic HDL-C uptake capacity is reduced
upon LXR activation
/ biomedical engineering PAGE 2019-8-2013
• The hepatic HDL-C uptake flux is increased (steatosis):
• increase in plasma HDL-C (metabolic control)
• transcriptional control (SR-B1) counteracts hepatic overloading
• Increase in plasma HDL-C is due to only a small imbalance in
uptake vs efflux in the beginning of the intervention
VLDL synthesis flux to plasma decreases
• VLDL-TG production is increased
• TG and CE content per VLDL particle increases 10 fold
/ biomedical engineering PAGE 2119-8-2013
Activation of LXR by pharmaceutical
compound T0901317
• Beneficial effect:
• increased excretion of cholesterol
from the body
• large, anti-atherogenic HDL
• Side effects:
• hepatic steatosis
• triglyceride-rich VLDL
• Model analysis predicts how side effects could be prevented
/ biomedical engineering PAGE 2219-8-2013
Liver section of mice
treated 4 days with LXR
agonist T0901317
Oil-Red-O staining for
neutral fat
hepatic steatosis
VLDL
HDL
T0901317
Is this possible with less data?
• A subset of the data (cross-sectional data)
• Only day 0 and day 4
/ biomedical engineering PAGE 2319-8-2013
…
Flux trajectories for acceptable parameter sets
/ biomedical engineering PAGE 2419-8-2013
[mM]
[mM/h]
4 days after LXR
activation
reference
Analysis of under-constrained trajectories
• Some show a clear pattern (positive correlation between HDL-CE
synthesis and HDL-CE uptake by the liver),
others just ‘clouds’ of solutions
• Can the ‘structure’ in one cross-section of the parameter space
be used to interpret other flux adaptations?
/ biomedical engineering PAGE 2519-8-2013
Predictions about changes in gene/ protein
expression
• Clustering of scenarios - testable hypotheses
• Also here SR-B1 is predicted to be decreased
• Measuring ABCG5, but especially ABCA1 is predicted to be
discriminative
/ biomedical engineering PAGE 2619-8-2013
fluxes
parameters
Trajectories can be used for many analyses
• Analysis of the cascade of induced adaptations
• Sensitivity and control analyses
• Optimal experiment design
which additional measurement (which metabolite, when) is most
effective in reducing the uncertainty in a prediction of interest and
tradeoff with the ‘cost’
• …
/ biomedical engineering PAGE 2719-8-2013
A theoretical study
• Insight in the approach
• Test and optimize computational methods
• Identify possibilities for further improvements
/ biomedical engineering PAGE 2819-8-2013
R1
u2
u1 1 S1
S3S2
S4
3
4 5
2
7
6
1 2 3 4 50
0.5
1
1.5
2
S1
1 2 3 4 50
0.1
0.2
0.3
0.4
0.5
S2
1 2 3 4 50
0.2
0.4
0.6
0.8
1
S3
1 2 3 4 50
0.2
0.4
0.6
0.8
S4
u2
u1 1 S1
S3S2
S4
3
4 5
2
Van Riel et al, submitted
Outlook: including other omics
• Transcriptomics
• Proteomics
• Trajectories correlating with
gene expression data are
more likely than parameter
changes that do not correlate
 ‘A transparent black box’
/ biomedical engineering PAGE 2919-8-2013
Metabolome
Proteome
Transcriptome2 2
1 1
( )
( )
N M
i i i
d
i ii i
y d d dt
dRNA dt
θ θ
χ θ λ
σ=
   −
+   
   
∑ ∑
Acknowledgement
Collaborators
• Computational Biology (TU/e)
• Ceylan Çölmekçi Öncü
• Christian Tiemann
• Joep Schmitz
• Joep Vanlier
• Huili Yuan
• Peter Hilbers
• Marijke Dermois
• Gijs Hendriks
• Fianne Sips
• Sandra van Tienhoven
• Robbin van den Eijnde
• Bram Wijnen
• Sjanneke Zwaan
Funding
• Netherlands Genomics Initiative
Netherlands Consortium
for Systems Biology
• AstraZeneca
• Univ. Medical Centre Groningen (NL)
• Aldo Grefhorst
• Maaike Oosterveer
• Jan Albert Kuivenhoven
• Barbara Bakker
• Bert Groen
• Biomedical NMR (TU/e)
• Klaas Nicolay
• Jeanine Prompers
• Ko Willems-van Dijk, Leiden University
Medical Center, Netherlands
• FP7-HEALTH.2012.2.1.2-2: Systems
medicine: Applying systems biology
approaches for understanding
multifactorial human diseases and their
co-morbidities, starting in 2013

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Can a combination of constrained-based and kinetic modeling bridge time scales in progressive diseases?

  • 1. Lorentz workshop Multiscale Systems Biology of Cancer Leiden, NL, Nov. 16, 2012 Natal van Riel Dept. of Biomedical Engineering, n.a.w.v.riel@tue.nl
  • 2. • Parameter Transition Analysis (PTA) • Progressive adaptations in metabolism associated with diseases (or therapeutic intervention) • Linking phenotypes • Integrate metabolome, proteome, transcriptome • Indentifying and exploiting the structure of the parameter space unidentifiability ↔ constraints paradox (?) • Quantifying and analyzing uncertainty in model and data / biomedical engineering PAGE 219-8-2013
  • 3. Systems biology and metabolic diseases • Changes in metabolism associated with multi-factorial, progressive diseases / biomedical engineering PAGE 319-8-2013
  • 4. Kinetic modeling • ATP metabolism in mitochondria / biomedical engineering PAGE 419-8-2013 Chance, Comput Biomed Res.1967;1:251-64. Schmitz et al. PLoS ONE 2012, 7(3): e34118.
  • 5. Kinetic modeling / biomedical engineering PAGE 519-8-2013 Chalhoub et al, 2007 AJP Endocrinol 93(6): E1676- liver skeletal muscle Schmitz,et al. Am J Physiol Cell Physiol 2012 Oct 31
  • 6. Constrained-based modeling / biomedical engineering PAGE 619-8-2013 • Genome-Scale Metabolic Modeling (GSMM) • Liver specific GSMM’s: − Jerby, Shlomi and Ruppin 2010 Mol Sys Biol 6: 401 − Gille,…, Holzhutter 2010 Mol Syst Biol 6: 411 Constraints: • Physical-chemical: network topology, conservation of mass, thermodynamics • Flux Balance Analysis (FBA) • Data: • Shlomi,…, Ruppin 2008 Nat Biotech 26: 1003
  • 7. • Inverse problems • Numerical optimization • Variability / Uncertainty analysis / biomedical engineering PAGE 719-8-2013 2 1 ( ) ( ) N i i d i i y d X σ=  −     ∑ p p ( )ˆ arg min ( )dX= p p p ( ) ( ( ), , ) d t t t dt = s Nv s p =Nv 0subject to i i ia v b< < ( )ˆ arg max ( )X= v v v
  • 8. Metabolic Syndrome (MetS) • The characteristics of plasma lipoprotein profiles codetermine metabolic and cardiovascular disease risks • Underlying molecular mechanisms are not fully understood • Multi-factorial and progressive / biomedical engineering PAGE 819-8-2013
  • 9. • Preclinical research • Cohort studies: cross-sectional e.g. BMI matched • Patient-specific (VPH, ITFoM) / biomedical engineering PAGE 919-8-2013
  • 10. / biomedical engineering PAGE 1019-8-2013 • Different diets • Genetic manipulation • Pharmacological compounds … experiments phenotype A experiments phenotype B Identify adaptations
  • 11. Modulate lipoprotein metabolism • Activate Liver X Receptor (nuclear receptor) plays a central role in the control of cellular lipid and sterol metabolism • Metabolic profiling / biomedical engineering PAGE 1119-8-2013 0 10 20 0 100 200 Hepatic TG Time [days] [umol/g] 0 10 20 0 1 2 3 Hepatic CE Time [days] [umol/g] 0 10 20 0 2 4 6 Hepatic FC Time [days] [umol/g] 0 10 20 0 50 100 Hepatic TG Time [days] [umol] 0 10 20 0 0.5 1 1.5 Hepatic CE Time [days] [umol] 0 10 20 0 2 4 Hepatic FC Time [days] [umol] 0 10 20 0 1000 2000 3000 Plasma CE Time [days] [umol/L] 0 10 20 0 1000 2000 3000 HDL-CE Time [days] [umol/L] 0 10 20 0 500 1000 1500 Plasma TG Time [days] [umol/L] 0 10 20 6 8 10 12 VLDL clearance Time [days] [-] 0 10 20 100 200 300 400 ratio TG/CE Time [days] [-] 0 10 20 0 5 10 15 VLDL diameter Time [days] [nm] 0 10 20 0 1 2 3 VLDL-TG production Time [days] [umol/h] 0 10 20 1 2 3 Hepatic mass Time [days] [gram] 0 10 20 0 0.2 0.4 DNL Time [days] [-] • Computational model Grefhorst et al. Atherosclerosis, 2012, 222: 382– 389 Tiemann et al. BMC Systems Biology, 2011, 5:174 Control, 1, 2, 4, 7, 14, 21 days
  • 12. Phenotype snapshots • Observed: • Unobserved: • Metabolic network topology is invariant • Adaptations in metabolism: - metabolic control - interaction with proteome and transcriptome  Metabolic parameters (e.g. Vmax) can change / biomedical engineering PAGE 1219-8-2013 Metabolome Proteome Transcriptome
  • 13. Parameter Trajectory Analysis (PTA) • Algorithm: nesting of simulation and parameter estimation / biomedical engineering PAGE 1319-8-2013 Progressive disease / Treatment intervention Phenotype data at different stages Monte Carlo sampling of data interpolants Estimation of parameter and flux trajectories Analysis A priori information Metabolic network topology & Reaction kinetics Differential Equation model with time-dependent parameters ( ) ( ( ), , ) d t t t dt = s Nv s p ( ) ( ( ) ,( ), ) d t t t dt t= s Nv s p 2 1 ( ) ( ) N i i d i i y d X σ=  −     ∑ p p ( ) ( ) ˆ( ) arg min ( ( )d t t X t= p p p
  • 14. Parameterization • Sampling parameter space • Single phenotype snapshot / biomedical engineering PAGE 1419-8-2013 10 0 10 1 10 2 10 2 10 3 10 4 TG formation (ER) CEformation(ER) LXR activation reference • Connecting phenotypes
  • 15. • Numerical results • ensemble • Visualization • 2D historgram / biomedical engineering PAGE 1519-8-2013
  • 16. Monte Carlo approach to assess different dynamic behavior • To account for uncertainty in the data / biomedical engineering PAGE 1619-8-2013
  • 17. / biomedical engineering PAGE 1719-8-2013 … Input Output
  • 18. From adaptations in metabolome… • … to predict changes in proteome / transcriptome / biomedical engineering PAGE 188/19/2013 T0901317 LXR model development predict changes Metabolome Proteome Transcriptome enzyme parameter gene/protein HDL-CE synthesis ABCA1 HDL-CE uptake SR-B1 FC production ABCG5 … … Fas, Abcg5, Abcg8, Cyp7a1, Lpl, Pltp, Cd36
  • 19. Effects of LXR activation • Increased cholesterol efflux from periphery to HDL particles • Accumulation of hepatic TG (hepatic steatosis) • Metabolic adaptation: decreased hepatic capacity to clear cholesterol •  Predicts a decrease in SR-B1 / biomedical engineering PAGE 1919-8-2013 • Experimental validation Tiemann et al, submitted
  • 20. The hepatic HDL-C uptake capacity is reduced upon LXR activation / biomedical engineering PAGE 2019-8-2013 • The hepatic HDL-C uptake flux is increased (steatosis): • increase in plasma HDL-C (metabolic control) • transcriptional control (SR-B1) counteracts hepatic overloading • Increase in plasma HDL-C is due to only a small imbalance in uptake vs efflux in the beginning of the intervention
  • 21. VLDL synthesis flux to plasma decreases • VLDL-TG production is increased • TG and CE content per VLDL particle increases 10 fold / biomedical engineering PAGE 2119-8-2013
  • 22. Activation of LXR by pharmaceutical compound T0901317 • Beneficial effect: • increased excretion of cholesterol from the body • large, anti-atherogenic HDL • Side effects: • hepatic steatosis • triglyceride-rich VLDL • Model analysis predicts how side effects could be prevented / biomedical engineering PAGE 2219-8-2013 Liver section of mice treated 4 days with LXR agonist T0901317 Oil-Red-O staining for neutral fat hepatic steatosis VLDL HDL T0901317
  • 23. Is this possible with less data? • A subset of the data (cross-sectional data) • Only day 0 and day 4 / biomedical engineering PAGE 2319-8-2013 …
  • 24. Flux trajectories for acceptable parameter sets / biomedical engineering PAGE 2419-8-2013 [mM] [mM/h] 4 days after LXR activation reference
  • 25. Analysis of under-constrained trajectories • Some show a clear pattern (positive correlation between HDL-CE synthesis and HDL-CE uptake by the liver), others just ‘clouds’ of solutions • Can the ‘structure’ in one cross-section of the parameter space be used to interpret other flux adaptations? / biomedical engineering PAGE 2519-8-2013
  • 26. Predictions about changes in gene/ protein expression • Clustering of scenarios - testable hypotheses • Also here SR-B1 is predicted to be decreased • Measuring ABCG5, but especially ABCA1 is predicted to be discriminative / biomedical engineering PAGE 2619-8-2013 fluxes parameters
  • 27. Trajectories can be used for many analyses • Analysis of the cascade of induced adaptations • Sensitivity and control analyses • Optimal experiment design which additional measurement (which metabolite, when) is most effective in reducing the uncertainty in a prediction of interest and tradeoff with the ‘cost’ • … / biomedical engineering PAGE 2719-8-2013
  • 28. A theoretical study • Insight in the approach • Test and optimize computational methods • Identify possibilities for further improvements / biomedical engineering PAGE 2819-8-2013 R1 u2 u1 1 S1 S3S2 S4 3 4 5 2 7 6 1 2 3 4 50 0.5 1 1.5 2 S1 1 2 3 4 50 0.1 0.2 0.3 0.4 0.5 S2 1 2 3 4 50 0.2 0.4 0.6 0.8 1 S3 1 2 3 4 50 0.2 0.4 0.6 0.8 S4 u2 u1 1 S1 S3S2 S4 3 4 5 2 Van Riel et al, submitted
  • 29. Outlook: including other omics • Transcriptomics • Proteomics • Trajectories correlating with gene expression data are more likely than parameter changes that do not correlate  ‘A transparent black box’ / biomedical engineering PAGE 2919-8-2013 Metabolome Proteome Transcriptome2 2 1 1 ( ) ( ) N M i i i d i ii i y d d dt dRNA dt θ θ χ θ λ σ=    − +        ∑ ∑
  • 30. Acknowledgement Collaborators • Computational Biology (TU/e) • Ceylan Çölmekçi Öncü • Christian Tiemann • Joep Schmitz • Joep Vanlier • Huili Yuan • Peter Hilbers • Marijke Dermois • Gijs Hendriks • Fianne Sips • Sandra van Tienhoven • Robbin van den Eijnde • Bram Wijnen • Sjanneke Zwaan Funding • Netherlands Genomics Initiative Netherlands Consortium for Systems Biology • AstraZeneca • Univ. Medical Centre Groningen (NL) • Aldo Grefhorst • Maaike Oosterveer • Jan Albert Kuivenhoven • Barbara Bakker • Bert Groen • Biomedical NMR (TU/e) • Klaas Nicolay • Jeanine Prompers • Ko Willems-van Dijk, Leiden University Medical Center, Netherlands • FP7-HEALTH.2012.2.1.2-2: Systems medicine: Applying systems biology approaches for understanding multifactorial human diseases and their co-morbidities, starting in 2013