| Literature DB >> 24673372 |
Troy J Scott1, Alan C O'Connor, Albert N Link, Travis J Beaulieu.
Abstract
The development of disease-modifying treatments for Alzheimer's disease (AD) faces a number of barriers. Among these are the lack of surrogate biomarkers, the exceptional size and duration of clinical trials, difficulties in identifying appropriate populations for clinical trials, and the limitations of monotherapies in addressing such a complex multifactorial disease. This study sets out to first estimate the consequent impact on the expected cost of developing disease-modifying treatments for AD and then to estimate the potential benefits of bringing together industry, academic, and government stakeholders to co-invest in, for example, developing better biomarkers and cognitive assessment tools, building out advanced registries and clinical trial-readiness cohorts, and establishing clinical trial platforms to investigate combinations of candidate drugs and biomarkers from the portfolios of multiple companies. Estimates based on interviews with experts on AD research and development suggest that the cost of one new drug is now $5.7 billion (95% confidence interval (CI) $3.7-9.5 billion) and could be reduced to $2.0 billion (95% CI $1.5-2.9 billion). The associated acceleration in the arrival of disease-modifying treatments could reduce the number of case years of dementia by 7.0 million (95% CI 4.4-9.4 million) in the United States from 2025 through 2040.Entities:
Keywords: Alzheimer's disease; R&D; efficiency; biomarkers; dementia; drug development; infrastructure; public-private partnership
Mesh:
Substances:
Year: 2014 PMID: 24673372 PMCID: PMC4285871 DOI: 10.1111/nyas.12417
Source DB: PubMed Journal: Ann N Y Acad Sci ISSN: 0077-8923 Impact factor: 5.691
General barriers to technology and innovation
| 1. High technical risk associated with the underlying R&D |
| 2. High capital costs to undertake the underlying R&D with high market risk |
| 3. Long time to complete the R&D and commercialize the resulting technology |
| 4. Underlying R&D spills over to multiple markets and is not appropriable |
| 5. Market success of the technology depends on technologies in different industries |
| 6. Property rights cannot be assigned to the underlying R&D |
| 7. Resulting technology must be compatible and interoperable with other technologies |
| 8. High risk of opportunistic behavior when sharing information about the technology |
See Ref. 13 for a detailed discussion of these barriers.
Parameters characterizing each phase of drug development
| Parameter | Description |
|---|---|
| Time in months from start of phase to date of new drug approval | |
| Time in months from end of phase to date of new drug approval | |
| Cost, per month, per compound in phase | |
| Probability that a compound undergoing this phase of development is ultimately approved for marketing | |
| Cost of capital, as an annual interest rate |
Representative titles of AD experts onterviewed
| Chief Executive Officer | Chief Scientific Officer | Executive Associate Dean |
| Senior Vice President, R&D | General Manager, Research | Professor of Neurology |
| Executive Vice President | Senior Medical Director | Research Fellow |
| Vice President, Research | Director | Department Head |
| Senior Director | Co-director, Neurology | Principal Investigator |
Figure 1Expected capitalized cost to develop a disease-modifying drug for AD
Average durations of drug development phases for an AD-modifying therapeutic
| Phase | Existing infrastructure mean (95% CI) (months) | Recommended infrastructure mean (95% CI) (months) |
|---|---|---|
| Preclinical | 50.1 (46.5–53.8) | 49.9 (46.2–53.5) |
| Phase I | 12.8 (11.7–13.9) | 12.6 (11.7–13.5) |
| Phase II | 27.7 (24.6–30.9) | 25.2 (23.0–27.4) |
| Phase III | 50.9 (48.7–53.2) | 39.4 (36.2–42.7) |
| Regulatory review | 18.0 (16.9–19.1) | 16.9 (15.0–18.8) |
| Total | 159.6 (148.4–170.8) | 144.0 (132.1–155.9) |
Based on interviews with experts in AD research. Confidence intervals (CIs) are ±1.96 times the standard error (estimated standard deviation of the mean).
Average transition probabilities for an AD-modifying therapeutic
| Transition | Existing infrastructure mean (95% CI) | Recommended infrastructure mean (95% CI) |
|---|---|---|
| Phase I to II (1) | 0.67 (0.63–0.70) | 0.69 (0.67–0.71) |
| Phase II to III (2) | 0.47 (0.43–0.51) | 0.42 (0.41–0.43) |
| Phase III to approval (3) | 0.24 (0.16–0.34) | 0.58 (0.47–0.68) |
| Phase II to approval (2)×(3) | 0.11 (0.08–0.15) | 0.24 (0.20–0.29) |
| Phase I to approval (1)×(2)×(3) | 0.07 (0.05–0.09) | 0.16 (0.14–0.19) |
| Ratio of Phase II failures to total failures in Phase II and III combined | 0.60 (0.53–0.66) | 0.77 (0.73–0.80) |
Based on interviews with experts in AD research. Confidence intervals (CIs) are ±1.96 times the standard error (estimated standard deviation of the mean).
Average costs of drug development for an AD-modifying therapeutic
| Phase | Monthly out-of-pocket cost ($ millions per molecule in development) | Existing infrastructure capitalized at 11% ($ millions per new drug approved) mean (95% CI) | Recommended infrastructure capitalized at 11% ($ millions per new drug approved) mean (95% CI) |
|---|---|---|---|
| Preclinical | 0.72 | 1,658 (1,041–2,872) | 642 (440–969) |
| Phase I | 2.73 | 1,193 (757–2,039) | 458 (323–673) |
| Phase II | 2.00 | 1,048 (690–1,714) | 387 (279–555) |
| Phase III | 5.64 | 1,794 (1,203–2,916) | 539 (410–738) |
| Total | 5,693 (3,691–9,541) | 2,027 (1,453–2,935) |
All costs were calculated using the average durations and transition probabilities from Tables4 and 5. CI refers to confidence interval. Cost lower bounds were calculated using lower-bound durations and upper-bound transition probabilities. Cost upper bounds were calculated using upper-bound durations and lower-bound transition probabilities. An alternative method, based on cost estimates derived from a subset of individual respondents who gave complete sets of answers, yielded similar confidence intervals. The cost of capital was fixed at 11% to facilitate comparison with recent prominent studies of the cost of drug development in other disease areas.25,26 Monthly out-of-pocket costs per compound are based on Refs. 25 and 35 and adjusted for inflation using the GDP Implicit Price Deflator (U.S. Department of Commerce, Bureau of Economic Analysis, Series ID: GDPDEF).
Cost of AD-modifying drug development with existing infrastructure
| Eventual outcome for a compound entering Phase I | Out-of-pocket cost ($ millions) | Cost ($ millions) capitalized to date that development stops or drug is approved | Present-value cost ($ millions) at date of Phase I start (11% discount rate) | Probability |
|---|---|---|---|---|
| Development stops after Phase I | 71 | 89 | 79 | 0.33 |
| Development stops after Phase II | 126 | 177 | 122 | 0.35 |
| Development stops after Phase III | 413 | 648 | 280 | 0.24 |
| Drug is approved | 413 | 765 | 280 | 0.07 |
Numbers may not exactly replicate because of rounding. For example, $2,087 million comes from dividing approximately $156.5 million by approximately 0.075. Confidence intervals (provided in Tables 4 through 6) are omitted here, where the purpose is to explain the relationship between the perspective of the industry and that of an individual company.
Cost of AD-modifying drug development with recommended infrastructure
| Eventual outcome for a compound entering Phase I | Out-of-pocket cost ($ millions) | Cost ($ millions) capitalized to date that development stops or drug is approved | Present-value cost ($ millions) at date of Phase I start (11% discount rate) | Probability |
|---|---|---|---|---|
| Development stops after Phase I | 70 | 87 | 78 | 0.31 |
| Development stops after Phase II | 121 | 167 | 118 | 0.40 |
| Development stops after Phase III | 343 | 507 | 250 | 0.12 |
| Drug is approved | 343 | 592 | 250 | 0.17 |
Numbers may not exactly replicate because of rounding. For example, $855 million comes from dividing approximately $143.5 million by approximately 0.168. Confidence intervals (provided in Tables 4 through 6) are omitted here, where the purpose is to explain the relationship between the perspective of the industry and that of an individual company.
Probability of delaying onset of dementia by 2025
| Treatment scenario | Probability with existing infrastructure mean (95% CI) | Probability with recommended infrastructure mean (95% CI) | Difference in probability mean (95% CI) |
|---|---|---|---|
| At least a 2-year delay for 50% of cases | 0.32 (0.22–0.42) | 0.49 (0.39–0.59) | 0.17 (0.11–0.23) |
| At least a 5-year delay for 50% of cases | 0.16 (0.09–0.23) | 0.31 (0.22–0.40) | 0.15 (0.10–0.20) |
| At least a 5-year delay for 75% of cases | 0.05 (0.02–0.07) | 0.12 (0.07–0.17) | 0.07 (0.04–0.11) |
CI refers to confidence interval. Probability estimates were obtained from interviews with experts in Alzheimer's research. Answers for 2–year and 5-year delays in 50% of cases were provided by 17 interviewees. Answers for a 5-year delay in 75% of cases were provided by 12 interviewees. Confidence intervals are ± 1.96 times the standard error (estimated standard deviation of the mean).
Figure 2Expected number of cases of dementia in the United States
Present value of 7 million avoided case years of dementia from 2025 to 2040
| Annual cost of care | 7% discount rate ($ billions) mean (95% CI) | 3% discount rate ($ billions) mean (95% CI) |
|---|---|---|
| $41,689 | 74.0 (46.1–100.1) | 158.4 (98.8–213.3) |
| $56,290 | 100.0 (62.3–135.2) | 213.8 (133.5–288.0) |
CI refers to confidence interval. Annual cost-of-care estimates come from Ref. 2. The lower estimate uses the valuation of family members’ forgone wages to estimate the contribution of informal care to total cost; the higher estimate uses the replacement cost, meaning the cost of hiring a caregiver to provide the services performed by family members. The number of avoided case years of dementia from 2025 to 2040 is as shown in Figure 2. Details are provided in the online appendix.