Table 1

Costs, quality-adjusted life years (QALYs) and cost-effectiveness for age and gender subgroups

TSA meanHA meanDifference (HA – TSA)ICER
Cost (£) (95% CI)QALYs (95% CI)Cost (£) (95% CI)QALYs (95% CI)Costs (£) (95% CI)QALYs (95% CI)Cost per QALY (£)(Probability of TSA cost-effective)
Female≤609223 (9160, 9287)13.63 (13.5, 13.8)9882 (9817, 9946)11.64 (11.5, 11.8)658 (581,735)−1.99 (−2.2, 1.8)TSA dominant
−331
69%
Male≤608610 (8553, 8666)13.01 (12.9, 13.2)9073 (9012, 9133)11.00 (10.8, 11.2)463 (387,538)−2.01 (−2.3, 1.8)TSA dominant
−230
71%
Female 61–757548 (7493, 7602)9.30 (9.2, 9.4)7367 (7316, 7418)7.85 (7.7, 8.0)−181 (−253, 109)−1.44 (−1.6, 1.26)12669%
Male 61–757291 (7238, 7344)8.51 (8.4, 8.6)6895 (6846, 6945)7.25 (7.1, 7.4)−395 (−466, 325)−1.26 (−1.4, 1.1)31468%
Female>756861 (6808, 6914)5.26 (5.2, 5.3)5895 (5848, 5943)4.32 (4.2, 4.4)−966 (−1038, −893)−0.94 (−1.1, 0.8)102470%
Male>756807 (6754, 6859)4.60 (4.5, 4.7)5902 (5854, 5950)3.87 (3.8, 3.9)−905 (−976, 833)−0.73 (−0.8, 0.6)123668%
  • 95% CI is estimated using the SE of the mean, SEM=SD/Formula , where SD is the sample SD of the 1000 random draws in the PSA.

  • HA, hemiarthroplasty; ICER, incremental cost-effectiveness ratio; PSA, probabilistic sensitivity analysis; TSA, total shoulder arthroplasty.