| Literature DB >> 26765291 |
Itamar Megiddo1,2, Abigail Colson1,2,3, Dan Chisholm4, Tarun Dua4, Arindam Nandi1,5, Ramanan Laxminarayan1,2,3.
Abstract
OBJECTIVE: An estimated 6-10 million people in India live with active epilepsy, and less than half are treated. We analyze the health and economic benefits of three scenarios of publicly financed national epilepsy programs that provide: (1) first-line antiepilepsy drugs (AEDs), (2) first- and second-line AEDs, and (3) first- and second-line AEDs and surgery.Entities:
Keywords: Agent-based model; Cost-effectiveness; Epilepsy; India; Universal public finance
Mesh:
Year: 2016 PMID: 26765291 PMCID: PMC5019268 DOI: 10.1111/epi.13294
Source DB: PubMed Journal: Epilepsia ISSN: 0013-9580 Impact factor: 5.864
Figure 1Epilepsy model Λi,j is the incidence rate for age group i of sex j; c1 and c2 are the effective coverage of first‐ (first‐line AEDs) and second‐line (lamotrigine or surgery along with first‐line AED) therapy; 1‐α is the treatment dropout rate due to adherence; σN,i,j is the natural clearance rate for age group i of gender j, and σt1 and σt2 are the clearance rates with therapy; and τ is the rate of stopping treatment when not having seizures. Those in the seizure‐free with therapy state are still medically considered to have active epilepsy. Individuals are born into the healthy and seizure‐free category. They die from exogenous causes (in any state) or epilepsy‐related causes (in states with active epilepsy) and are removed from the model.
Treatment input parameters
| Variable | Value | Sensitivity range | Source |
|---|---|---|---|
| Treatment parameters | |||
| Treatment gap | 64.3% | 45–84% | Mbuba et al. 2008 |
| Adherence | 70% | 49–91% | Chisholm 2005 |
| 1st‐line AED distribution | Range shown in costs | ||
| Phenobarbital (30 mg) | 50% | Authors' assumption | |
| Carbamazepine (200 mg) | 30% | ||
| Phenytoin (100 mg) | 10% | ||
| Valproate (200 mg) | 10% | ||
| Second‐line treatment distribution | |||
| Second‐line AED (lamotrigine) | 67% | Authors' assumption | |
| Surgery | 33% | ||
| % respond to treatment | |||
| First‐line AED | 70% | 49–91% | Annegers et al. 1979 |
| Second‐line AED | 42% | 29–55% | Schiller & Najjar 2008 |
| Surgery | 64% | 44–84% | Engel et al. 2003 |
| Cost parameters | |||
| Drugs: retail price (annual) | Median price of brands from CIMS | ||
| First‐line AED | $34.19 | $23–$45 | Weighted by first‐line distribution |
| Second‐line AED | $211.37 | $147–$275 | |
| Drugs: government purchase price (annual) | |||
| First‐line AED | $23.33 | $16.33–$30.33 | Calculated from the International Drug Price Indicator Guide |
| Second‐line AED | $125.42 | $87.79–$163.05 | |
| Average annual costs | |||
| Nonsurgical medical costs | $34.91 | $24–$45 | Thomas et al. 2001 |
| Travel cost | $25.09 | $17–$33 | |
| Surgery costs (one‐time) | |||
| Surgery‐related medical costs | $1,646.13 | $1,152–$2,140 | Calculated from Rao & Radhakrishnan 2000, |
| Travel cost | $50.17 | $35–$66 | Authors' assumption, based on Thomas et al. 2001 |
Includes outpatient consultation, diagnostic investigation, and hospitalization; costs have been inflated to 2013 prices using GDP deflators.
Incremental health and economic outcomes per 100,000 persons (20,000 in each wealth quintile)
| Quintile | I – poorest | II | III | IV | V – richest | Total |
|---|---|---|---|---|---|---|
| Baseline | ||||||
| DALYs | 510 (500–520) | 495 (485–505) | 500 (490–515) | 490 (480–505) | 495 (480–505) | 2,490 (2,455–2,535) |
| DALYs averted from null case | 100 (90–110) | 110 (100–120) | 115 (100–125) | 130 (120–140) | 125 (110–135) | 580 (545–595) |
| Policy scenario 1 (incremental to baseline) | ||||||
| DALYs averted | 175 (165–185) | 165 (155–175) | 170 (160–180) | 165 (155–175) | 160 (150–170) | 835 (805–870) |
| Incremental government expenditure | $28,950 ($28,300–$29,610) | $28,890 ($28,240–$29,540) | $29,130 ($28,490–$29,770) | $29,060 ($28,400–$29,710) | $29,060 ($28,400–$29,72O) | $145,090 ($141,860–$148,230) |
| OOP expenditure averted | −$4,550 (–$5,860–$3,240) | −$3,710 (−$4,800–$2,630) | −$4,010 (−$5,130–$2,890) | −$2,200 (−$3,460–$940) | −$2,760 (−$4,030–$1,500) | −$17,230 (−$23,010–$12,740) |
| Money‐metric value of insurance | −$6,870 (−$7,830–$5,910) | −$3,490 (−$4,070–$2,910) | −$2,500 (−$2,900–$2,090) | −$1,390 (−$1,660–$1,120) | −$960 (−$1,360–$550) | −$15,210 (−$16,480–$13,940) |
| Policy scenario 2 (incremental to policy scenario 1) | ||||||
| DALYs averted | 14 (10–18) | 14 (11–18) | 12 (8–16) | 12 (8–16) | 13 (8–17) | 65 (56–76) |
| Incremental government expenditure | $21,190 ($19,200–$23,180) | $21,380 ($19,380–$23,370) | $21,470 ($19,390–$23,550) | $21,830 ($19,700–$23,970) | $21,720 ($19,710–$23,730) | $107,590 ($97,360–$117,430) |
| OOP expenditure averted | $14,590 ($13,060–$ 16,130) | $15,020 ($13,420–$16,620) | $15,550 ($14,000–$17,100) | $15,800 ($14,180–$ 17,410) | $14,800 ($13,320–$16,270) | $75,760 ($68,000–$83,160) |
| Money‐metric value of insurance | $30,770 ($26,200–$35,340) | $15,370 ($13,420–$17,310) | $10,650 ($9,320–$11,980) | $7,300 ($6,460–$8,130) | $1,270 ($730–$l,810) | $65,360 ($60,190–$70,530) |
| Policy scenario 3 (incremental to policy scenario 2) | ||||||
| DALYs averted | 10 (6–13) | 9 (5–12) | 9 (5–13) | 9 (6–13) | 7 (3–12) | 44 (35–53) |
| Incremental government expenditure | $15,420 ($13,570–$17,260) | $15,530 ($13,750–$17,320) | $15,770 ($13,860–$17,680) | $15,610 ($13,700–$17,530) | $15,390 ($13,530–$17,260) | $77,720 ($68,770–$86,650) |
| OOP expenditure averted | −$520 (−$880– $160) | −$500 (−$880–$130) | −$590 (−$950–$220) | −$590 (−$950–$220) | $580 ($200–$970) | −$1,620 (−$3,620–$100) |
| Money‐metric value of insurance | −$150 (−$170–$130) | −$100 (−$100–$90) | −$80 (−$90–$70) | −$60 (−$70‐$40) | $2,990 ($2,430–$3,540) | $2,600 ($2,050–$3,150) |
Results are over 100 simulations and 10 years. They are presented in present day values. Baseline effective coverage for first‐line and second‐line therapy is 36% and treatment is paid out of pocket. All policy scenarios cover the annual medical costs (consultation, diagnostics, and inpatient). In scenario 1, effective coverage for first‐line therapy is 80%, and effective coverage for second‐line therapy is 36%. Second‐line treatment and surgery are paid out of pocket. In scenario 2, effective coverage for first‐line and second‐line therapy is 80%, and only surgery is paid out of pocket. In scenario 3, effective coverage for first‐line and second‐line therapy is 80%, and no treatment is paid out of pocket. Only the top 1% of the population chooses to undergo surgery when it is covered out of pocket; 95% uncertainty range in parentheses. DALYs, disability‐adjusted life years; OOP, out of pocket. Costs are rounded to the nearest 10 and DALYs in the baseline and scenario 1 are rounded to the nearest 5.
Figure 2Prevalence of active epilepsy over time. Results are over100 simulations. The plot includes only individuals with active epilepsy‐seizure in the last 5 years. The treated and seizure‐free group includes those that have not had recent seizures, but have had seizures in the last 5 years. Baseline effective coverage for first‐line and second‐line therapy is 36% and treatment is paid out of pocket. All policy scenarios cover the annual medical costs (consultation, diagnostics, and inpatient). In scenario 1, effective coverage for first‐line therapy is 80%, and effective coverage for second‐line therapy is 36%. Second‐line treatment and surgery are paid out of pocket. In scenario 2, effective coverage for first‐line and second‐line therapy is 80%, and only surgery is paid out of pocket. In scenario 3, effective coverage for first‐line and second‐line therapy is 80%, and no treatment is paid out of pocket. Only the top 1% of the population chooses to undergo surgery when it is covered out of pocket.
Figure 3Cost‐effectiveness. Results are over 100 simulations. DALYs, disability‐adjusted life years. In row 1 the costs and health benefits are discounted at 3% and aggregated over the 10 years. The costs include both government expenditure and out‐of‐pocket (OOP) expenditure for diagnostics, treatments, inpatient costs, and first‐ and second‐line therapies. Row 2 represents the mean nondiscounted total costs and DALYs averted for the entire Indian population each year. All policy scenarios cover the annual medical costs (consultation, diagnostics, and inpatient). In scenario 1, effective coverage for first‐line therapy is 80%, and effective coverage for second‐line therapy is 36%. Second‐line treatment and surgery are paid out of pocket. In scenario 2, effective coverage for first‐line and second‐line therapy is 80%, and only surgery is paid out of pocket. In scenario 3, effective coverage for first‐line and second‐line therapy is 80%, and no treatment is paid out of pocket. Only the top 1% of the population chooses to undergo surgery when it is covered out of pocket. Error bars are the 95% uncertainty range.
Figure 4Health and economic outcomes per 100,000 persons in each state. Results are over 100 simulations and 10 years; they are presented in present day values. OOP, out of pocket; DALYs, disability‐adjusted life years. States in which the standard error is large and we cannot differentiate the results from no effect are grayed out. In the OOP expenditure averted plot (row 3), two states—Assam and Odisha—have significant negative results; they were grayed out for clarity in the color scale of the maps. All policy scenarios cover the annual medical costs (consultation, diagnostics, and inpatient). In scenario 1, effective coverage for first‐line therapy is 80%, and effective coverage for second‐line therapy is 36%. Second‐line treatment and surgery are paid out of pocket. In scenario 2, effective coverage for first‐line and second‐line therapy is 80%, and only surgery is paid out of pocket. In scenario 3, effective coverage for first‐line and second‐line therapy is 80%, and no treatment is paid out of pocket. Only the top 1% of the population chooses to undergo surgery when it is covered out of pocket.
Key findings
| Epilepsy treatment provided in UPF | Cost | Cost‐effectiveness (WHO guidelines) | Disease burden averted | Financial risk protection | |
|---|---|---|---|---|---|
| Scenario 1 | First‐line AEDs | High (approximately $220–$255 million per year through year 5,then $160–$185 million per year) | Very cost‐effective | High and somewhat progressive | Low or none |
| Scenario 2 | First‐ and second‐line AEDs | High (slightly higher than in scenario 1) | Very cost‐effective | High (slightly higher than in scenario 1 and similarly progressive) | High and very progressive |
| Scenario 3 | First‐ and second‐line AEDs and surgery | Extremely high (extremely high through year 5, then slightly higher than in scenario 2) | Very cost‐effective | High (slightly higher than in scenario 2 and similarly progressive) | High (slightly higher than in scenario 3, but less progressive) |