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Using Multi-Scale Modeling to Support Preclinical
Developments
• Systems Pharmacology
• Example
• Lessons learned
Tao You
Computational Biology
__________________________________________________
AstraZeneca
R&D | Innovative Medicines & Early Development | Discovery Sciences
50S51, Mereside, Alderley Park, Macclesfield, Cheshire SK10 4TG
T: +44 (0)1625 514733
tao.you@astrazeneca.com
Cancer Drug Discovery & Preclinical Development, London 17-18 Sep 2014
2 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Systems Pharmacology (aka multi-scale modeling) – Why?
Tumour biology is multi-scale
3 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
in vivo
animal model
In vitro
cell model
Signaling
Gene
regulation
MetabolismCell cycle
Sustaining
proliferative
signaling
Resisting cell
death
Genome
instability &
mutation
Inducing
angio-genesis
Deregulating
cellular
energetics
Enabling
replicative
immortality
Evading
growth
suppressor
Activating
invasion &
metastasis
Avoiding
immune
destruction
Tumour
promoting
inflammation
Molecules
Cells Tissues
Organisms
EGFR
inhibitors
Pro-apoptotic
BH3 memetics
PARP
inhibitors
Telomerase
inhibitors
CDK
inhibitors
Aerobic glycolysis
inhibitors
Tumour
growth
Immune
response
ADME
Inspired by Hanahan & Weinberg (2011) Cell. 144: 646-674.
HGF/c-Met
inhibitors
VEGF
inhibitors
Anti-CTLA4
mAb
Anti-inflammatory
drugs
Resistance:
Genetic change
Phenotypic change
Resistance:
Cell-cell interaction
Evolutionary selection
Tumour architecture
4 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Systems Pharmacology – What?
Multi-scale modeling-informed drug discovery & development
5 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Target
Selection
POM/POP/POC DFL Launch
Product
Maint.
Lead
Optimisation
Lead
Generation
Target Exposure ScheduleTissue Trial DesignDose
PD
Emax
Cmax
EC50
P-Tau
(Brain)
P-GS
(Muscle)
0 4 8 12 16
0
25
50
75
100
125
Time (h)
P-GSratio(%)
0 4 8 12 16
0
25
50
75
100
125
Time (h)
seconds minutes hours days months
nm3 μm3 cm3 L
biomarkers cells tissue organ whole body
Systems
Pharmacology
model
Multi-scale modeling - what does it require?
6 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Biology
Disease
Molecular Biology
Genetics
Omics
Physiology
Nonlinear
Dynamics
Multi-stability
Oscillation
Chaos
Agent-based
Qualitative
Computational
Statistics
Model selection
Parameter Inference
Population modeling
Empirical PK/PD
Systems
Pharmacology
Systems Pharmacology Models
Mechanistic
– Relates biomarkers (molecules) with efficacy
(cells)
Integrative
– Links PK (body) with PD with (cells/tissue)
Insightful
– Reconciles in vitro-in vivo differences
– Bridges preclinical-clinical translation
Statistically Robust
– Infers structure, parameter and model behaviours
Predictive
– Validated often with preclinical data
Systems
Biology
Empirical
PK/PD
Predictive
Systems
Modeling
7 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Systems Pharmacology – How?
Target
Selection
POM/POP/POC DFL Launch
Product
Maint.
Lead
Optimisation
Lead
Generation
Multi-scale modeling-informed drug discovery & development
Integrates in vitro evidence with in vivo preclinical data
Consolidates different information and build confidence in preclinical predictions
Integrates preclinical information with clinical tumours
1. Solid tumour architecture 2.Tumour heterogeneity
8 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Mechanism of
Action
PK
PK/PD/Efficacy
TK/TD/Toxicityin vivo
animal model
In vitro
cell model
PBPK
Clinical
predictions
Signaling
Gene
regulation
Metabolism
Cell cycle
Tumour
growth
ADME
Immune
response
1. Parameter Adjustments
reconciles in vitro-in vivo differences
2. Solid Tumour Architecture
Tumour Heterogeneity
reconciles in vivo-clinical differences
Example – Preclinical & Clinical Dosing & Scheduling
Combination therapy
Preclinical dose selection for Agent 2
 Agent 1’s dose is fixed
Preclinical scheduling of Agent 2
 Frequency & timing
 Minimise toxicity
 Maximise efficacy
First-in-human dose scheduling
9 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Agent 1
Agent 2 Arrests cell cycle
Chemotherapy
Example - MOA
Tao You | 15 July 201410 iMED | Discovery Sciences
Agent 1
Biomarker 1
Biomarker 2
Biomarkers Cell fate decision
SD
SG1 G2/M
G2D/MD
Biomarker 2Agent 2
Agent 2
Biomarker 1
G1D
Agent 1
Biomarker 1
Agent 1
Agent 2
Chemotherapy
Abolishes cell cycle arrest
Modeling in vitro data – Biomarker 1
Tao You | 15 July 201411 iMED | Discovery Sciences
Agent 1
Biomarker 1
Biomarker 2
Biomarkers
Agent 2
Agent 1
Agent 2
0
20
40
60
80
100
0 24 48 72
%+Biomarker1
Time (h)
Biomarker 1
(10nM Agent 1 + Agent 2 @ different conc)
set 1
In vitro data
Chemotherapy
Abolishes cell cycle arrest
Modeling in vitro data – cell cycle
Tao You | 15 July 201412 iMED | Discovery Sciences
Base cell cycle
SG1 G2/M
2 1 1
Doubling time: ~24h
Model in vitro data – efficacy for concurrent dosing
Tao You | 15 July 201413 iMED | Discovery Sciences
Cell fate decision
SD
SG1 G2/M
G2D/MD
Biomarker 2Agent 2
Biomarker 1
G1D
Agent 1
Biomarker 1
Agent 1
Agent 2 Abolishes cell cycle arrest
0
200
400
600
800
1000
1200
0 24 48
CellNumber
Time (h)
In vitro efficacies
(Agent 1 @ different conc.)
100nM
30nM
10nM
3nM
1nM
0.1% DMSO
set 1
set 2
Agent 1 (M)
Cellnumber
In vitro efficacies
(Agent 1 + Agent 2) @ 4days
Chemotherapy
Analysis – which parameters were unidentifiable?
Tao You | 15 July 201414 iMED | Discovery Sciences
Agent 1
Biomarker 1
Biomarker 2
Biomarkers Cell fate decision
SD
SG1 G2/M
G2D/MD
Biomarker 2Agent 2
Agent 2
Biomarker 1
G1D
Agent 1
Biomarker 1
Unidentifiable due to lack of washout data
Unidentifiable from data – fitness to data insensitive to changes in the parameters
Unidentifiable due to fast dynamics
Analysis – other questions
Parameter confidence intervals?
 1st-order approximation of Fisher information matrix
 Population simulations
Model structure – to be discussed
15 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Target
Selection
POM/POP/POC DFL Launch
Product
Maint.
Lead
Optimisation
Lead
Generation
Multi-scale modeling-informed drug discovery & development
Integrates in vitro evidence with in vivo preclinical data
Consolidates different information and build confidence in preclinical predictions
Integrates preclinical information with clinical tumours
1. Solid tumour architecture 2.Tumour heterogeneity
16 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Mechanism of
Action
PK
PK/PD/Efficacy
TK/TD/Toxicityin vivo
animal model
In vitro
cell model
PBPK
Clinical
predictions
Signaling
Gene
regulation
Metabolism
Cell cycle
Tumour
growth
ADME
Immune
response
1. Parameter Adjustments
reconciles in vitro-in vivo differences
2. Solid Tumour Architecture
Tumour Heterogeneity
reconciles in vivo-clinical differences
17 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Parameter Adjustments reconcile in vitro-in vivo differences
Modeling in vivo data – cell cycle
Tao You | 15 July 201418 iMED | Discovery Sciences
Base cell cycle
SG1 G2/M
2 1 1
Doubling time: ~7d
Parameter Adjustments – cell cycle duration
Tao You | 15 July 201419 iMED | Discovery Sciences
Agent 1
Biomarker 1
Biomarker 2
Biomarkers Cell fate decision
SD
SG1 G2/M
G2D/MD
Biomarker 2Agent 2
Agent 2
Biomarker 1
G1D
Agent 1
Agent 1
Agent 2
Chemotherapy
Abolishes cell cycle arrest
Biomarker 1
time
Modeling in vivo data – concurrent dosing
20
Courtesy of Rajesh Odedra
Tao You | 15 July 2014 iMED | Discovery Sciences
Legend Drug 1 Frequency /wk Drug 2 Frequency /wk
Phy Saline 1 DMSO/Captisol 7
Agent 1 1 DMSO/Captisol 7
Phy Saline 1 Agent 2 7
Agent 1 1 Agent 2 1
Agent 1 1 Agent 2 3
Agent 1 1 Agent 2 7
Agent 1
Agent 2
1+7 dosing schedule
Modeling in vivo data – gapped dosing
21 Tao You | 15 July 2014 iMED | Discovery Sciences
Legend Drug 1 Frequency /wk Drug 2 Frequency /wk Gap h
DMSO/Water 1 DMSO/Captisol 3 48
DMSO/Water 1 Agent 2 3 48
Agent 1 1 DMSO/Captisol 3 48
Agent 1 1 Agent 2 3 48
Agent 1 1 Agent 2 3 72
Courtesy of Rajesh Odedra
Agent 1
Agent 2
1+3 dosing schedule
Modeling in vivo data – acute PD response
22 Tao You | 15 July 2014 iMED | Discovery Sciences
Agent 1
Agent 1 + Agent 2
h
Biomarker2
Courtesy of Nicola Broadbent
23 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Predictive – Often validated with preclinical data
24
Model validation – concurrent dosing
Tao You | 15 July 2014 iMED | Discovery Sciences
Legend Drug 1 Frequency /wk Drug 2 Frequency /wk
Phy Saline 1 DMSO/Captisol 7
Agent 1 1 DMSO/Captisol 7
Phy Saline 1 Agent 2 7
Agent 1 1 Agent 2 7
Courtesy of Rajesh Odedra
Agent 1
Agent 2
1+7 dosing schedule
25
Model validation – 24h-gap schedule
Tao You | 15 July 2014 iMED | Discovery Sciences
Legend Drug 1 Frequency /wk Drug 2 Frequency /wk Gap h
DMSO/Water 1 DMSO/Captisol 3 24
Agent 1 1 Agent 2 3 24
DMSO/Water 1 DMSO/Captisol 3 24
Agent 1 1 Agent 2 3 24
Courtesy of Rajesh Odedra
Agent 1
Agent 2
1+3 dosing schedule
Example - summary
Tao You | 15 July 201426 iMED | Discovery Sciences
• A mechanistic model incorporates biomarkers and cell fate decisions
• Recapitulates 5 in vitro and in vivo datasets
• Validated by 2 in vivo efficacy studies
Agent 1
Biomarker 1
Biomarker 2
Biomarkers Cell fate decision
SD
SG1 G2/M
G2D/MD
Biomarker 2Agent 2
Agent 2
Biomarker 1
G1D
Agent 1
Biomarker 1
27 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Solid Tumour Architecture
Tumour Heterogeneity
bridges preclinical-clinical gaps
Clinical tumour architecture
28 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Komlodi-Pasztor E et al. (2012) Inhibitors Targeting Mitosis. Clin Cancer Res 18:51-63
Proliferating rim ~ 1% of tumour mass
Necrotic core
Dormant hypoxic cells
Cell cycle durations
in vitro xenograft clinics
1d 1wk 3-12mths
•A multi-scale modeling informed drug development paradigm
Clinical PK of Agent 1 – literature
PBPK of Agent 2
Clinical tumour modelling
Biomarker
Cell cycle
Tumour growth
29
Dormant
hypoxic
cells
Proliferating rim
Agent 2
Biomarker 1
time
cell
time
Biomarker 2
time
Agent 1
PK PD Preclinical efficacy Clinical efficacy
Biomarker
model
Cell fate
decision
model
Systems Pharmacology paradigm
Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Predicted clinical tumour volume responses
30
Assumptions: 3% cells are proliferative (G1: 1.5%; S: 0.75%; G2/M: 0.75%); double time identical to xenograft
6 months 12 months3 months 9 months
Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Systems Pharmacology – Lessons learned
31 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Systems Pharmacology Models
Mechanistic
– Relates biomarkers (molecules) with efficacy (cells)
Be practical: When the exact molecular mechanism is unknown, choose a simple mathematical representation to avoid
unnecessary complexity A) make sure you understand the model, B) avoid unnecessary time spent on computing
Integrative
– Links PK (body) with PD with (cells/tissue)
Be consistent: Make sure you use the best animal PK model so that you don’t have to change the PK part frequently
Insightful
– Reconciles in vitro-in vivo differences
– Bridges preclinical-clinical translation
Be precise: Focus on unidentifiable parameters detected by sensitivity analysis; think about which parameters might be
different from biological knowledge
Statistically Robust
– Infers structure, parameter and model behaviours
Be collaborative: Washout data might be more informative than constant treatments; in vivo efficacy data may help infer
model structure
Predictive
– Validated often with preclinical data
Be confident: Always perform a validation – more convincing than anything else
Acknowledgements
Cross-functional collaboration
Modeling support: James Yates1, Joanne Wilson1, Gary Wilkinson1
In vitro experiments: Linda MacCallum2, Andrew Thomason3
In vivo experiments: Rajesh Odedra3, Nicola Broadbent3, Gareth Hughes3, Elaine
Cadogan3
1Oncology DMPK; 2Discovery Sciences; 3Oncology BioScience
32 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Model fitting to in vitro data
Evolutionary Algorithm, Parameter Sensitivity
33 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
Goodnessoffit
Parameter

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Using Multi-Scale Modeling to Support Preclinical Developments

  • 1. Using Multi-Scale Modeling to Support Preclinical Developments • Systems Pharmacology • Example • Lessons learned Tao You Computational Biology __________________________________________________ AstraZeneca R&D | Innovative Medicines & Early Development | Discovery Sciences 50S51, Mereside, Alderley Park, Macclesfield, Cheshire SK10 4TG T: +44 (0)1625 514733 tao.you@astrazeneca.com Cancer Drug Discovery & Preclinical Development, London 17-18 Sep 2014
  • 2. 2 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences Systems Pharmacology (aka multi-scale modeling) – Why?
  • 3. Tumour biology is multi-scale 3 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences in vivo animal model In vitro cell model Signaling Gene regulation MetabolismCell cycle Sustaining proliferative signaling Resisting cell death Genome instability & mutation Inducing angio-genesis Deregulating cellular energetics Enabling replicative immortality Evading growth suppressor Activating invasion & metastasis Avoiding immune destruction Tumour promoting inflammation Molecules Cells Tissues Organisms EGFR inhibitors Pro-apoptotic BH3 memetics PARP inhibitors Telomerase inhibitors CDK inhibitors Aerobic glycolysis inhibitors Tumour growth Immune response ADME Inspired by Hanahan & Weinberg (2011) Cell. 144: 646-674. HGF/c-Met inhibitors VEGF inhibitors Anti-CTLA4 mAb Anti-inflammatory drugs Resistance: Genetic change Phenotypic change Resistance: Cell-cell interaction Evolutionary selection Tumour architecture
  • 4. 4 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences Systems Pharmacology – What?
  • 5. Multi-scale modeling-informed drug discovery & development 5 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences Target Selection POM/POP/POC DFL Launch Product Maint. Lead Optimisation Lead Generation Target Exposure ScheduleTissue Trial DesignDose PD Emax Cmax EC50 P-Tau (Brain) P-GS (Muscle) 0 4 8 12 16 0 25 50 75 100 125 Time (h) P-GSratio(%) 0 4 8 12 16 0 25 50 75 100 125 Time (h) seconds minutes hours days months nm3 μm3 cm3 L biomarkers cells tissue organ whole body Systems Pharmacology model
  • 6. Multi-scale modeling - what does it require? 6 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences Biology Disease Molecular Biology Genetics Omics Physiology Nonlinear Dynamics Multi-stability Oscillation Chaos Agent-based Qualitative Computational Statistics Model selection Parameter Inference Population modeling Empirical PK/PD Systems Pharmacology Systems Pharmacology Models Mechanistic – Relates biomarkers (molecules) with efficacy (cells) Integrative – Links PK (body) with PD with (cells/tissue) Insightful – Reconciles in vitro-in vivo differences – Bridges preclinical-clinical translation Statistically Robust – Infers structure, parameter and model behaviours Predictive – Validated often with preclinical data Systems Biology Empirical PK/PD Predictive Systems Modeling
  • 7. 7 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences Systems Pharmacology – How?
  • 8. Target Selection POM/POP/POC DFL Launch Product Maint. Lead Optimisation Lead Generation Multi-scale modeling-informed drug discovery & development Integrates in vitro evidence with in vivo preclinical data Consolidates different information and build confidence in preclinical predictions Integrates preclinical information with clinical tumours 1. Solid tumour architecture 2.Tumour heterogeneity 8 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences Mechanism of Action PK PK/PD/Efficacy TK/TD/Toxicityin vivo animal model In vitro cell model PBPK Clinical predictions Signaling Gene regulation Metabolism Cell cycle Tumour growth ADME Immune response 1. Parameter Adjustments reconciles in vitro-in vivo differences 2. Solid Tumour Architecture Tumour Heterogeneity reconciles in vivo-clinical differences
  • 9. Example – Preclinical & Clinical Dosing & Scheduling Combination therapy Preclinical dose selection for Agent 2  Agent 1’s dose is fixed Preclinical scheduling of Agent 2  Frequency & timing  Minimise toxicity  Maximise efficacy First-in-human dose scheduling 9 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences Agent 1 Agent 2 Arrests cell cycle Chemotherapy
  • 10. Example - MOA Tao You | 15 July 201410 iMED | Discovery Sciences Agent 1 Biomarker 1 Biomarker 2 Biomarkers Cell fate decision SD SG1 G2/M G2D/MD Biomarker 2Agent 2 Agent 2 Biomarker 1 G1D Agent 1 Biomarker 1 Agent 1 Agent 2 Chemotherapy Abolishes cell cycle arrest
  • 11. Modeling in vitro data – Biomarker 1 Tao You | 15 July 201411 iMED | Discovery Sciences Agent 1 Biomarker 1 Biomarker 2 Biomarkers Agent 2 Agent 1 Agent 2 0 20 40 60 80 100 0 24 48 72 %+Biomarker1 Time (h) Biomarker 1 (10nM Agent 1 + Agent 2 @ different conc) set 1 In vitro data Chemotherapy Abolishes cell cycle arrest
  • 12. Modeling in vitro data – cell cycle Tao You | 15 July 201412 iMED | Discovery Sciences Base cell cycle SG1 G2/M 2 1 1 Doubling time: ~24h
  • 13. Model in vitro data – efficacy for concurrent dosing Tao You | 15 July 201413 iMED | Discovery Sciences Cell fate decision SD SG1 G2/M G2D/MD Biomarker 2Agent 2 Biomarker 1 G1D Agent 1 Biomarker 1 Agent 1 Agent 2 Abolishes cell cycle arrest 0 200 400 600 800 1000 1200 0 24 48 CellNumber Time (h) In vitro efficacies (Agent 1 @ different conc.) 100nM 30nM 10nM 3nM 1nM 0.1% DMSO set 1 set 2 Agent 1 (M) Cellnumber In vitro efficacies (Agent 1 + Agent 2) @ 4days Chemotherapy
  • 14. Analysis – which parameters were unidentifiable? Tao You | 15 July 201414 iMED | Discovery Sciences Agent 1 Biomarker 1 Biomarker 2 Biomarkers Cell fate decision SD SG1 G2/M G2D/MD Biomarker 2Agent 2 Agent 2 Biomarker 1 G1D Agent 1 Biomarker 1 Unidentifiable due to lack of washout data Unidentifiable from data – fitness to data insensitive to changes in the parameters Unidentifiable due to fast dynamics
  • 15. Analysis – other questions Parameter confidence intervals?  1st-order approximation of Fisher information matrix  Population simulations Model structure – to be discussed 15 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
  • 16. Target Selection POM/POP/POC DFL Launch Product Maint. Lead Optimisation Lead Generation Multi-scale modeling-informed drug discovery & development Integrates in vitro evidence with in vivo preclinical data Consolidates different information and build confidence in preclinical predictions Integrates preclinical information with clinical tumours 1. Solid tumour architecture 2.Tumour heterogeneity 16 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences Mechanism of Action PK PK/PD/Efficacy TK/TD/Toxicityin vivo animal model In vitro cell model PBPK Clinical predictions Signaling Gene regulation Metabolism Cell cycle Tumour growth ADME Immune response 1. Parameter Adjustments reconciles in vitro-in vivo differences 2. Solid Tumour Architecture Tumour Heterogeneity reconciles in vivo-clinical differences
  • 17. 17 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences Parameter Adjustments reconcile in vitro-in vivo differences
  • 18. Modeling in vivo data – cell cycle Tao You | 15 July 201418 iMED | Discovery Sciences Base cell cycle SG1 G2/M 2 1 1 Doubling time: ~7d
  • 19. Parameter Adjustments – cell cycle duration Tao You | 15 July 201419 iMED | Discovery Sciences Agent 1 Biomarker 1 Biomarker 2 Biomarkers Cell fate decision SD SG1 G2/M G2D/MD Biomarker 2Agent 2 Agent 2 Biomarker 1 G1D Agent 1 Agent 1 Agent 2 Chemotherapy Abolishes cell cycle arrest Biomarker 1 time
  • 20. Modeling in vivo data – concurrent dosing 20 Courtesy of Rajesh Odedra Tao You | 15 July 2014 iMED | Discovery Sciences Legend Drug 1 Frequency /wk Drug 2 Frequency /wk Phy Saline 1 DMSO/Captisol 7 Agent 1 1 DMSO/Captisol 7 Phy Saline 1 Agent 2 7 Agent 1 1 Agent 2 1 Agent 1 1 Agent 2 3 Agent 1 1 Agent 2 7 Agent 1 Agent 2 1+7 dosing schedule
  • 21. Modeling in vivo data – gapped dosing 21 Tao You | 15 July 2014 iMED | Discovery Sciences Legend Drug 1 Frequency /wk Drug 2 Frequency /wk Gap h DMSO/Water 1 DMSO/Captisol 3 48 DMSO/Water 1 Agent 2 3 48 Agent 1 1 DMSO/Captisol 3 48 Agent 1 1 Agent 2 3 48 Agent 1 1 Agent 2 3 72 Courtesy of Rajesh Odedra Agent 1 Agent 2 1+3 dosing schedule
  • 22. Modeling in vivo data – acute PD response 22 Tao You | 15 July 2014 iMED | Discovery Sciences Agent 1 Agent 1 + Agent 2 h Biomarker2 Courtesy of Nicola Broadbent
  • 23. 23 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences Predictive – Often validated with preclinical data
  • 24. 24 Model validation – concurrent dosing Tao You | 15 July 2014 iMED | Discovery Sciences Legend Drug 1 Frequency /wk Drug 2 Frequency /wk Phy Saline 1 DMSO/Captisol 7 Agent 1 1 DMSO/Captisol 7 Phy Saline 1 Agent 2 7 Agent 1 1 Agent 2 7 Courtesy of Rajesh Odedra Agent 1 Agent 2 1+7 dosing schedule
  • 25. 25 Model validation – 24h-gap schedule Tao You | 15 July 2014 iMED | Discovery Sciences Legend Drug 1 Frequency /wk Drug 2 Frequency /wk Gap h DMSO/Water 1 DMSO/Captisol 3 24 Agent 1 1 Agent 2 3 24 DMSO/Water 1 DMSO/Captisol 3 24 Agent 1 1 Agent 2 3 24 Courtesy of Rajesh Odedra Agent 1 Agent 2 1+3 dosing schedule
  • 26. Example - summary Tao You | 15 July 201426 iMED | Discovery Sciences • A mechanistic model incorporates biomarkers and cell fate decisions • Recapitulates 5 in vitro and in vivo datasets • Validated by 2 in vivo efficacy studies Agent 1 Biomarker 1 Biomarker 2 Biomarkers Cell fate decision SD SG1 G2/M G2D/MD Biomarker 2Agent 2 Agent 2 Biomarker 1 G1D Agent 1 Biomarker 1
  • 27. 27 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences Solid Tumour Architecture Tumour Heterogeneity bridges preclinical-clinical gaps
  • 28. Clinical tumour architecture 28 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences Komlodi-Pasztor E et al. (2012) Inhibitors Targeting Mitosis. Clin Cancer Res 18:51-63 Proliferating rim ~ 1% of tumour mass Necrotic core Dormant hypoxic cells Cell cycle durations in vitro xenograft clinics 1d 1wk 3-12mths
  • 29. •A multi-scale modeling informed drug development paradigm Clinical PK of Agent 1 – literature PBPK of Agent 2 Clinical tumour modelling Biomarker Cell cycle Tumour growth 29 Dormant hypoxic cells Proliferating rim Agent 2 Biomarker 1 time cell time Biomarker 2 time Agent 1 PK PD Preclinical efficacy Clinical efficacy Biomarker model Cell fate decision model Systems Pharmacology paradigm Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
  • 30. Predicted clinical tumour volume responses 30 Assumptions: 3% cells are proliferative (G1: 1.5%; S: 0.75%; G2/M: 0.75%); double time identical to xenograft 6 months 12 months3 months 9 months Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
  • 31. Systems Pharmacology – Lessons learned 31 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences Systems Pharmacology Models Mechanistic – Relates biomarkers (molecules) with efficacy (cells) Be practical: When the exact molecular mechanism is unknown, choose a simple mathematical representation to avoid unnecessary complexity A) make sure you understand the model, B) avoid unnecessary time spent on computing Integrative – Links PK (body) with PD with (cells/tissue) Be consistent: Make sure you use the best animal PK model so that you don’t have to change the PK part frequently Insightful – Reconciles in vitro-in vivo differences – Bridges preclinical-clinical translation Be precise: Focus on unidentifiable parameters detected by sensitivity analysis; think about which parameters might be different from biological knowledge Statistically Robust – Infers structure, parameter and model behaviours Be collaborative: Washout data might be more informative than constant treatments; in vivo efficacy data may help infer model structure Predictive – Validated often with preclinical data Be confident: Always perform a validation – more convincing than anything else
  • 32. Acknowledgements Cross-functional collaboration Modeling support: James Yates1, Joanne Wilson1, Gary Wilkinson1 In vitro experiments: Linda MacCallum2, Andrew Thomason3 In vivo experiments: Rajesh Odedra3, Nicola Broadbent3, Gareth Hughes3, Elaine Cadogan3 1Oncology DMPK; 2Discovery Sciences; 3Oncology BioScience 32 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences
  • 33. Model fitting to in vitro data Evolutionary Algorithm, Parameter Sensitivity 33 Tao You tao.you@astrazeneca.com Computational Biology | Discovery Sciences Goodnessoffit Parameter