Evidenc dence and D d Decisions ons Carl-Fredrik Burman, PhD, - - PowerPoint PPT Presentation

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Evidenc dence and D d Decisions ons Carl-Fredrik Burman, PhD, - - PowerPoint PPT Presentation

Evidenc dence and D d Decisions ons Carl-Fredrik Burman, PhD, Assoc Prof Chalmers University ( / AstraZeneca) EMA, 29 March 2017 This project has received funding from the European Unions 7th Framework Programme for research,


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Evidenc dence and D d Decisions

  • ns

Carl-Fredrik Burman, PhD, Assoc Prof Chalmers University ( / AstraZeneca) EMA, 29 March 2017

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This project has received funding from the European Union’s 7th Framework Programme for research, technological development and demonstration under the IDEAL Grant Agreement no 602552. The views expressed are the author’s

  • wn and may not necessarily express

those of IDEAL, AZ or Chalmers Univ.

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EMA 1: Does trt work? p < α

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EMA 1: Does trt work? p < α EMA 2: Benefit / risk B > k⋅R

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EMA 1: Does trt work? p < α EMA 2: Benefit / risk B > k⋅R Payer: Cost-effective (B-k´⋅R)/C

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EMA 1: Does trt work? p < α EMA 2: Benefit / risk B > k⋅R Payer: Cost-effective (B-k´⋅R)/C Patient: Good for me? Bi > ki⋅Ri

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EMA 1: Does trt work? p < α EMA 2: Benefit / risk B > k⋅R Payer: Cost-effective (B-k´⋅R)/C Patient: Good for me? Bi > ki⋅Ri Return on Investment (ROI)

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EMA 1: Does trt work? p < α EMA 2: Benefit / risk B > k⋅R Payer: Cost-effective (B-k´⋅R)/C Patient: Good for me? Bi > ki⋅Ri Return on Investment (ROI) Mechanism design

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What’s important? “Salus aegroti”

(The well-being of the patient)

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Not all rare diseases are equal Rare disease ≠ neglected disease

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EMA 1: Does trt work? p < α EMA 2: Benefit / risk B > k⋅R Payer: Cost-effective (B-k´⋅R)/C Patient: Good for me? Bi > ki⋅Ri Return on Investment (ROI) Mechanism design

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“Level of evidence”, α, should depend

  • n disease population size etc.

Stallard et al. (2017) Miller & Burman (2017, submitted)

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Burman (2015)

Efficiency - bias tradeoff

  • Pooling data over time points
  • Dichotomous -> continuous endpoints
  • Highly informative endpoints
  • Borrowing data (historic, other populations)
  • Cross-over
  • Optimal sample size
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EMA 1: Does trt work? p < α EMA 2: Benefit / risk B > k⋅R Payer: Cost-effective (B-k´⋅R)/C Patient: Good for me? Bi > ki⋅Ri Return on Investment (ROI) Mechanism design

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Jobjörnsson, Forster, Pertile, Burman (2016) Jobjörnsson (2016; Section 3.3)

In-transparency in

  • Benefit/risk assessment (k, k´) and/or
  • Willingness to pay

lead to fewer drugs being developed and less value to patients

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Lack of regulator-payer alignment lead to fewer drugs being developed and less value to patients

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EMA 1: Does trt work? p < α EMA 2: Benefit / risk B > k⋅R Payer: Cost-effective (B-k´⋅R)/C Patient: Good for me? Bi > ki⋅Ri Return on Investment (ROI) Mechanism design

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Individualised

  • Benefit
  • Risk
  • Preferences
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Biomarker-defined subpopulations

  • Level of evidence in BM negatives
  • Should we test a null hypothesis we

know is wrong?

Ondra, Jobjörnsson, Beckman, Burman, König, Stallard, Posch (2016)

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EMA 1: Does trt work? p < α EMA 2: Benefit / risk B > k⋅R Payer: Cost-effective (B-k´⋅R)/C Patient: Good for me? Bi > ki⋅Ri Return on Investment (ROI) Mechanism design

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Incentivising mechanisms:

  • Level of evidence needed to depend on

context

  • Progressive pay
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EMA 1: Does trt work? p < α EMA 2: Benefit / risk B > k⋅R Payer: Cost-effective (B-k´⋅R)/C Patient: Good for me? Bi > ki⋅Ri Return on Investment (ROI) Mechanism design