| Literature DB >> 25511906 |
Falk Schwendicke1, Sebastian Paris, Michael Stolpe.
Abstract
BACKGROUND: Whilst being the most prevalent disease worldwide, dental caries is increasingly concentrated in high-risk populations. New caries treatments should therefore be evaluated not only in terms of their cost-effectiveness in individuals, but also their effects on the distribution of costs and benefits across different populations. To treat deep caries, there are currently three strategies: selective (one-step incomplete), stepwise (two-step incomplete) and complete excavation. Building on prior research that found selective excavation generally cost-effective, we compared the costs-effectiveness of different excavations in low- and high-risk patients, hypothesizing that selective excavation had greater cost-effectiveness-advantages in patients with high compared with low risk.Entities:
Mesh:
Year: 2014 PMID: 25511906 PMCID: PMC4279684 DOI: 10.1186/1472-6831-14-153
Source DB: PubMed Journal: BMC Oral Health ISSN: 1472-6831 Impact factor: 2.757
Figure 1Used Markov-model. We followed posterior teeth in a male patient initially aged 18 years over his lifetime. The prevalence of caries lesions was assumed to differ between risk groups. The probability of a sound surface developing a shallow dentinal lesion was determined by p_develope. Depending on the patient’s utilization of dental services (p_ utilization), the patient attended for a dental checkup, where the dentists detected and invasively treated the lesion with a certain probability (p_detection). Treatment at this stage resulted in a shallow occlusal composite restoration, which failed according to its transition probability (p_fail_composite), resulting either in repair or refill according to the respective allocation probability. If failing a second time, re-treatment was assumed. Progression of a shallow lesion (according to p_progress) was assumed to lead to a deep dentinal lesion, which was subsequently treated by one of three caries excavation strategies. Transition probabilities in follow-up stages were modelled as described elsewhere [15]. Bold variables were found to differ according to an individual’s risk group, and were used to separately model low- and high-risk patients.
Input variables for different risk groups
| Parameter | Variable | Disease burden low risk | Estimated from | Disease burden high risk | Estimated from |
|---|---|---|---|---|---|
| Number of decayed teeth at age 18 | DT | 0.01 | [ | 0.11 | [ |
| Number of filled teeth at age 18 | FT | 0.08 | [ | 0.54 | [ |
| Number of missing teeth at age 18 | MT | 0.01 | [ | 0.01 | [ |
| Probability (p) low risk | Probability (p) high risk | ||||
| Development of a dentinal caries lesion |
| p = 0.1694e-0.155a | [ | p = 198.111e-0.414a | [ |
| No utilization of dental services |
| p = −0.0074a2 + 1.0156a + 11.318 | [ | p = −0.0282a2 + 2.4366a + 11.570 | [ |
| Progression of a lesion if untreated |
|
| [ | p = 0.43 | [ |
| Failure of a composite restoration |
| p (range) = 0.0081 - 0.0094 | [ | OR (95% CI) = 2.76 (2.01-3.79)* | [ |
e = 2.718281828459045235.
Transition probabilities either depended on an individual’s age (a) or were constant over the lifetime. If ranges or confidence intervals were available, random sampling between those ranges or intervals was performed.
*Risk of a failing composite restoration was adjusted for high compared with low risk individuals, whilst for all other variables, separate probabilities had been calculated.
DT decayed teeth, Ft filled teeth, MT missing teeth, OR Odds Ratios.
Cost-effectiveness of different excavation strategies in individuals with different risks
| Status | Strategy | Mean (SD) tooth retention time in years | ∆ (%) | Total lost teeth | Mean (SD) costs per tooth in Euro | ∆ (%) | Rank (u/d) | ICER | Probability highest net-benefit (%) | Mean (SD) total private costs for all posterior teeth in Euro | ∆ (%) | Probability highest net-benefit (%) |
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Low risk | Complete | 59.0 (1) | −0.5 | 0.26 | 27.80 (12.56) | +3.3 | 2 (d) | −1.78 | 16 | 181.12 (64.62) | +2.8 | 6 |
| Stepwise | 59.0 (1) | −0.5 | 0.26 | 28.02 (12.99) | +4.1 | 3 (d) | −35.12 | 13 | 176.67 (62.22) | +0.8 | 13 | |
| Selective | 59.5 (1) | - | 0.13 | 26.91 (12.11) | - | 1 | 71 | 175.11 (62.36) | - | 81 | ||
| High risk | Complete | 54.0 (1) | −2.0 | 1.60 | 335.12 (22.12) | +11.8 | 2 (d) | −17.66 | 0 | 2233.28 (269.56) | +15.0 | 0 |
| Stepwise | 54.0 (1) | −2.0 | 1.60 | 340.51 (31.95) | +13.6 | 3 (d) | −21.56 | 0 | 2180.32 (255.98) | +12.3 | 0 | |
| Selective | 56.0 (1) | - | 1.33 | 299.80 (11.02) | - | 1 | 100 | 1941.44 (242.12) | - | 100 |
Besides absolute cost-effectiveness values (mean and standard deviations, rounded to .0/.5), differences between strategies (∆, %) were calculated relative to the highest ranked strategy. Strategies were found either dominated (more costly and less effective) or undominated (more costly, but more effective) than the highest ranked strategy.
Moreover, private out-of-pocket expenses for each strategy were calculated. ICER = incremental cost-effectiveness ratio (∆ costs/∆ effectiveness, relative to next ranked strategy). u/d = (un)dominated.
Figure 2Cohort analyses of different excavations in different risk groups. The proportion of teeth without pulpal vitality (root-canal treated or extracted teeth) was monitored over a patient’s lifetime. Selective excavation (green, solid/dashed line: high- and low-risk individuals) retained pulpal vitality more successfully than alternative strategies (blue: stepwise, red: complete excavation), with greater advantages compared to alternative strategies in high- than low-risk individuals.
Figure 3Cost-effectiveness-acceptability curves. The probability of a treatment being cost-effective depending on a payer’s willingness-to-pay was plotted against the maximal threshold of this willingness. With higher willingness-to-pay, cost-differences between strategies become less important for the probability of being cost-effective. Selective excavation (green, solid/dashed line: high-/low-risk individuals) had the highest probability of being cost-effective regardless of the threshold value.
Figure 4Sensitivity analysis. The cost-effectiveness (Euro/year) was evaluated for different strategies (green/blue/red: selective/stepwise/complete excavation) in low-risk (A) and high-risk (B) individuals depending on the initial age of a patient. Note that higher cost-effectiveness indicates higher costs per effectiveness, i.e. is less advantageous than lower cost-effectiveness. In older patients, differences between strategies were limited, especially in low-risk patients, since only a few individuals developed caries lesions and less (costly) follow-up treatments occurred. In contrast, selective excavation was most advantageous in younger patients. Cost-effectiveness was significantly worse in high- than low-risk patients.