| Literature DB >> 36109694 |
Mary Lou Chatterton1,2, Meredith Harris3,4, Philip Burgess3, Susan Fletcher5, Matthew J Spittal6, Jan Faller7, Victoria J Palmer4,5, Patty Chondros4,5, Bridget Bassilios6, Jane Pirkis4,6, Jane Gunn4,5, Cathrine Mihalopoulos7,8.
Abstract
BACKGROUND: This paper reports on the cost-effectiveness evaluation of Link-me - a digitally supported, systematic approach to triaging care for depression and anxiety in primary care that uses a patient-completed Decision Support Tool (DST).Entities:
Keywords: Care navigation; Cost-effectiveness; Economic evaluation; Mental health; Primary Care; Randomised controlled trial
Mesh:
Year: 2022 PMID: 36109694 PMCID: PMC9479277 DOI: 10.1186/s12875-022-01839-z
Source DB: PubMed Journal: BMC Prim Care ISSN: 2731-4553
Health sector costs, including intervention costs, according to trial arm, in total sample and stratified by prognostic group
| 837 | 416 | 421 | ||||
| 834 | 414 | 420 | ||||
| Mean cost (SD) [1] | ||||||
| Comparison | $1,247 (4,473) | $304 (1,045) | $2,178 (6,057) | |||
| Intervention | $2,231 (6,716) | $429 (1,150) | $4,006 (8,984) | |||
| Primary analysis [2] | $24 (9 to 44) | $28 (-5 to 79) | 0.106 | $340 (126 to 644) | ||
| Sensitivity analysis [3] | $20 (6 to 40) | 0.002 | $20 (-4 to 60) | 0.108 | $227 (45 to 514) | 0.009 |
| Sensitivity analysis [4] | $24 (7 to 46) | 0.002 | $17 (-2 to 50) | 0.092 | $320 (94 to 669) | 0.002 |
| Sensitivity analysis [5] | $23 (9 to 42) | $29 (-3 to 78) | 0.078 | $287 (96 to 554) | 0.001 | |
| Mean cost (SD) [1] | ||||||
| Comparison | $2,787 (9,879) | $640 (1,801) | $4,908 (13,498) | |||
| Intervention | $3,871 (12,178) | $991 (2,448) | $6,710 (16,476) | |||
| Primary analysis [2] | $50 (10 to 102) | 0.011 | $59 (6 to 134) | 0.025 | $645 (-152 to 1,818) | 0.128 |
| Sensitivity analysis [3] | $31 (9 to 64) | 0.003 | $31 (-15 to 114) | 0.108 | $366 (86 to 802) | 0.005 |
| Sensitivity analysis [4] | $31 (8 to 62) | 0.003 | $23 (-10 to 82) | 0.214 | $492 (143 to 1,031) | 0.002 |
| Sensitivity analysis [5] | $48 (8 to 99) | 0.014 | $59 (9 to 131) | 0.018 | $538 (-219 to 1,651) | 0.19 |
| Sensitivity analysis [6] | $1 (-26 to 47) | 0.974 | -$3 (-39 to 59) | 0.911 | $242 (-1,261 to 3,673) | 0.822 |
SD Standard deviation, Coef. Estimated coefficient, CI Confidence interval
[1] Estimated using multiple imputation. [2] Mean for intervention arm minus mean for comparison arm estimated using generalized linear models (gamma family, log link) adjusted for baseline K10 (all models) and prognostic group (model with all participants only). Estimated using multiple imputation. [3] Sensitivity analysis using complete cases only using generalized linear models (gamma family, log link) adjusted for baseline K10 (all models) and prognostic group (model with all participants only). [4] Same as [3] but adjusted for general practice. [5] Sensitivity analysis where care navigators spent 50% of time on care navigation. Data was multiply imputed prior to analysis. [6] Sensitivity analysis using participants with Medicare Benefits Schedule and Pharmaceutical Benefits Scheme data adding covariates of sex and holding a health care card. Only includes 466 participants providing consent to this data (n = 238 in comparison group, n = 228 in Intervention group)
Societal costs, including intervention costs, according to trial arm, in total sample and stratified by prognostic group
| 837 | 416 | 421 | ||||
| 834 | 414 | 420 | ||||
| Mean cost (SD) [1] | ||||||
| Comparison | $5,575 (12,302) | $2,647 (7,373) | $8,469 (14,906) | |||
| Intervention | $6,529 (13,315) | $2,619 (7,111) | $10,383 ($16,354) | |||
| Primary analysis [2] | $97 (-64 to 298) | 0.261 | $55 (-145 to 351) | 0.642 | $678 (-72 to 1,624) | 0.08 |
| Sensitivity analysis [3] | $109 (-64 to 333) | 0.241 | $78 (-99 to 369) | 0.456 | $443 (-159 to 1,280) | 0.164 |
| Sensitivity analysis [4] | $144 (-73 to 424) | 0.213 | $77 (-176 to 482) | 0.615 | $546 (-133 to 1,431) | 0.125 |
| Sensitivity analysis [5] | $83 (-84 to 294) | 0.358 | $53 (-32 to 645) | 0.670 | $563 (-176 to 1,489) | 0.146 |
| Mean cost (SD) [1] | ||||||
| Comparison | $11,022 (21,538) | $4,749 (11,190) | $17,221 (26,903) | |||
| Intervention | $11,553 (23,787) | $5,136 (12,390) | $17,878 (28,856) | |||
| Primary analysis [2] | $115 (-203 to 505) | 0.505 | $179 (-162 to 659) | 0.344 | $344(-1,835 to 3,057) | 0.778 |
| Sensitivity analysis [3] | -$9 (-223 to 272) | 0.946 | -$93 (-234 to 125) | 0.345 | -$111 (-2,481 to 2,481) | 0.937 |
| Sensitivity analysis [4] | $1 (-243 to 320) | 0.993 | -$91 (-224 to 118) | 0.336 | -$24 (-2620 to 3,469) | 0.998 |
| Sensitivity analysis [5] | $100 (-228 to 502) | 0.56 | $177 (-159 to 652) | 0.342 | $105 (-2142 to 2,919) | 0.934 |
| Sensitivity analysis [6] | -$259 (-1,188 to 1,184) | 0.673 | -$115 (-1,029 to 2,012) | 0.872 | $341 (-4,420 to 7,740) | 0.908 |
SD Standard deviation, Coef. Estimated coefficient, CI Confidence interval
[1] Estimated using multiple imputation. [2] Mean for intervention arm minus mean for comparison arm estimated using generalized linear models (gamma family, log link) adjusted for baseline K10 (all models) and prognostic group (model with all participants only). Estimated using multiple imputation. [3] Sensitivity analysis using complete cases only using generalized linear models (gamma family, log link) adjusted for baseline K10 (all models) and prognostic group (model with all participants only). [4] Same as [3] but adjusted for general practice. [5] Sensitivity analysis where care navigators spent 50% of time on care navigation. Data was multiply imputed prior to analysis. [6] Sensitivity analysis using participants with Medicare Benefits Schedule and Pharmaceutical Benefits Scheme data adding covariates of sex and holding a health care card. Only includes 466 participants providing consent to this data (n = 238 in comparison group, n = 228 in Intervention group)
Quality adjusted life years (QALYs) calculated from EQ-5D-5L preference-based utility values, according to trial arm, in total sample and stratified by prognostic group
| 837 | 416 | 421 | ||||
| 834 | 414 | 420 | ||||
| Mean QALYs (SD) [1] | ||||||
| Comparison | 0.610 (0.281) | 0.776 (0.162) | 0.445 (0.275) | |||
| Intervention | 0.606 (0.285) | 0.776 (0.163) | 0.439 (0.282) | |||
| Primary analysis [2] | -0.004 (-0.024 to 0.017) | .733 | -0.004 (-0.025to 0.018) | .737 | -0.002 (-0.036 to 0.033) | .922 |
| Sensitivity analysis [3] | -0.002 (-0.027 to 0.023) | .883 | 0.000 (-0.026 to 0.025) | .991 | -0.002 (-0.044 to 0.040) | .927 |
| Sensitivity analysis [4] | -0.002 (-0.026 to 0.023) | .901 | 0.001 (-0.025 to 0.026) | .967 | -0.002 (-0.044 to 0.040) | .931 |
| Sensitivity analysis [5] | 0.004 (-0.010 to 0.017) | .620 | -0.001 (-0.016 to 0.013) | .840 | 0.009 (-0.013 to 0.031) | .407 |
| Sensitivity analysis [6] | -0.002 (-0.018 to 0.013) | .782 | 0.000 (-0.015 to 0.012) | .900 | -0.001 (-0.029 to 0.026) | .926 |
| Mean QALYs (SD) [1] | ||||||
| Comparison | 0.621 (0.287) | 0.779 (0.173) | 0.465 (0.287) | |||
| Intervention | 0.613 (0.282) | 0.772 (0.166) | 0.456 (0.294) | |||
| Primary analysis [2] | -0.008 (-0.029 to 0.014) | .481 | -0.001 (-0.033 to 0.013) | .400 | -0.004(-0.041 to 0.033) | .831 |
| Sensitivity analysis [3] | -0.002 (-0.027 to 0.023) | .883 | -0.000 (-0.026 to 0.025) | .991 | -0.002 (-0.044 to 0.040) | .927 |
| Sensitivity analysis [4] | -0.002 (-0.026 to 0.023) | .901 | 0.001 (-0.025 to 0.026) | .967 | -0.002 (-0.044 to 0.040) | .931 |
| Sensitivity analysis [5] | 0.004 (-0.010 to 0.017) | .620 | -0.001 (-0.016 to 0.013) | .840 | 0.009 (-0.013 to 0.031) | .407 |
| Sensitivity analysis [6] | -0.006 (-0.022 to 0.011) | .506 | -0.006 (-0.020 to 0.008) | .414 | -0.003 (-0.033 to 0.026) | .827 |
SD Standard deviation, Coef. Estimated coefficient, CI Confidence interval
[1] Estimated using multiple imputation. [2] Mean for intervention arm minus mean for comparison arm estimated using generalized linear models (Gaussian family, identity link) adjusted for baseline K10 (all models) and prognostic group (model with all participants only). Estimated using multiple imputation. [3] Sensitivity analysis using complete cases only using generalized linear models (Gaussian family, identity link) adjusted for baseline K10 (all models) and prognostic group (model with all participants only). [4] Same as [3] but adjusted for general practice. [5] Sensitivity analysis using multiple imputation adjusted for baseline EQ-5D utility value. [6] Sensitivity analysis using utility values calculated with the UK value set for the EQ-5D-5L, estimated using multiple imputation and generalized linear models (Gaussian family, identity link) adjusted for baseline K10 (all models) and prognostic group (model with all participants only)
Incremental cost-effectiveness ratios using ITT data (imputed) and based on unadjusted cost differences
| ICER (95% CI) | |||
| 6 months | $1,082/point improvement on K10 | Dominated | $860/point improvement on K10 |
| (391 to 6,204) | (81 to Dominated) | (366 to 2320) | |
| 12 months | $2,371/point improvement on K10 | Dominated | $1,326/point improvement on K10 |
| (191 to Dominated) | (712 to Dominated) | (28 to 8361) | |
| ICER (95% CI) | |||
| 6 months | $1,257/point improvement on K10 | $133/point improvement on K10 | $776/point improvement on K10 |
| (Dominant to Dominated) | (Dominant to Dominated) | (82 to 2551) | |
| 12 months | $1,217/point improvement on K10 | Dominated | $479/point improvement on K10 |
| (Dominant to Dominated) | (4444 to Dominated) | (Dominant to 8539) | |
CI Confidence interval, ICER Incremental cost-effectiveness ratio, Dominated Greater costs and less benefit than the comparator, Dominant Less costs and greater benefits than the comparator. ICERs and CIs were estimated based on 1,000 bootstrap samples of the multiply imputed data
Fig. 1Cost-effectiveness planes for health sector cost per point improvement in K10 score at six and 12 months. a Six months all participants (n = 1671). b Six months mild/moderate (n = 830). c Six months severe (n = 841). d 12 months all participants (n = 1671). e 12 months mild/moderate (n = 830). f 12 months severe (n = 841). Notes: Each cost-effectiveness plane is comprised of 1000 incremental cost-effectiveness ratios (the difference in mean health sector costs divided by the difference in mean K10 scores) between the intervention and control groups estimated through the non-parametric bootstrapping of the multiple imputed data. The percentage of the 1000 cost-effectiveness ratios falling in each quadrant is reported. The upper right-hand quadrant of the plane is where Link-me has both higher incremental costs and benefits (improvement in K10 score) compared to the control group. The upper left-hand quadrant of the plane is where Link-me has higher incremental costs and lower incremental benefits compared to the control group, also referred to as dominated. The lower right-hand quadrant of the plane is where Link-me has lower incremental costs and higher incremental benefits, referred to as dominant. The lower left-hand quadrant of the planes is where Link-me has both lower incremental costs and benefits compared to the control group
Fig. 2Cost-effectiveness planes for societal cost per point improvement in K10 score at 12 months. a Six months all participants (n = 1671). b Six months mild/moderate (n = 830). c Six months severe (n = 841). d 12 months all participants (n = 1671). e 12 months mild/moderate (n = 830). f 12 months severe (n = 841). Notes: Each cost-effectiveness plane is comprised of 1000 incremental cost-effectiveness ratios (the difference in mean societal costs divided by the difference in mean K10 scores) between the intervention and control group estimated through the non-parametric bootstrapping of the multiple imputed data. The upper right-hand quadrant of the plane is where Link-me has both higher incremental costs and benefits (improvement in K10 score) compared to the control group. The upper left-hand quadrant of the plane is where Link-me has higher incremental costs and lower incremental benefits compared to the control group, also referred to as dominated. The lower right-hand quadrant of the plane is where Link-me has lower incremental costs and higher incremental benefits, referred to as dominant. The lower left-hand quadrant of the planes is where Link-me has both lower incremental costs and benefits compared to the control group