| Literature DB >> 33978832 |
N Nijland1, F Overtoom2, V E A Gerdes3, M J L Verhulst2,4, N Su5, B G Loos2.
Abstract
OBJECTIVES: Medical professionals should advise their patients to visit a dentist if necessary. Due to the lack of time and knowledge, screening for periodontitis is often not done. To alleviate this problem, a screening model for total (own teeth/gum health, gum treatment, loose teeth, mouthwash use, and age)/severe periodontitis (gum treatment, loose teeth, tooth appearance, mouthwash use, age, and sex) in a medical care setting was developed in the Academic Center of Dentistry Amsterdam (ACTA) [1]. The purpose of the present study was to externally validate this tool in an outpatient medical setting.Entities:
Keywords: Medical care; Periodontitis; Questionnaire; Screening; Self-reported oral health; Validation
Mesh:
Year: 2021 PMID: 33978832 PMCID: PMC8602137 DOI: 10.1007/s00784-021-03952-2
Source DB: PubMed Journal: Clin Oral Investig ISSN: 1432-6981 Impact factor: 3.573
Description of the study population divided by CPITN scores
| Total study population | CPITN 0-2 | CPITN 3 | CPITN 4 | ||
|---|---|---|---|---|---|
| 155 (100) | 69 (44.5) | 48 (31) | 38 (24.5) | ||
| Age (years) | 55.7 ± 15.6 | 52.9 ± 17.5 | 54.9 ± 15.5 | 61.5 ± 9.4 | 0.191 |
| Age dichotomized | |||||
| <40 years | 25 (16.1) | 15 (21.7) | 10 (20.8) | 0 (0) | |
| ≥40 years | 130 (83.9) | 54 (78.3) | 38 (79.2) | 38 (100) | |
| Sex | 0.201 | ||||
| Male | 85 (54.8) | 33 (47.8) | 31 (64.6) | 21 (55.3) | |
| Female | 70 (45.2) | 36 (52.2) | 17 (35.4) | 17 (44.7) | |
| Smoking (current) | 21 (13.5) | 7 (10.1) | 4 (8.3) | 10 (26.3) | |
| Diabetes mellitus | 29 (18.7) | 9 (13) | 9 (18.8) | 11 (29) | 0.130 |
Data are presented as either mean ± SD or n (%)
aDifferences between the three CPITN groups were tested by one-way ANOVA (continuous data) or chi-square test (categorical data)
*Statistically significant with p < 0.05
Responses to the self-reported oral health (SROH) questionnaire
| SROH item | Response | CPITN 0-3 | CPITN 4 | OR (95% CI)b | |
|---|---|---|---|---|---|
| Q1. | |||||
| Yes† | 35 (22.6) | 19 (16.2) | 16 (42.1) | 3.751 (1.669–8.432) | |
| No | 120 (77.4) | 98 (83.8) | 22 (57.9) | ||
| Q2. | |||||
| Poor†c | 7 (4.5) | 2 (1.7) | 5 (13.2) | 4.089 (1.883–8.877) | |
| Fair†c | 38 (24.5) | 23 (19.7) | 15 (39.5) | ||
| Good | 85 (54.8) | 69 (59) | 16 (42.1) | ||
| Very good | 15 (9.7) | 13 (11.1) | 2 (5.3) | ||
| Excellent | 10 (6.5) | 10 (8.5) | 0 (0) | ||
| Q3. | |||||
| Yes† | 35 (22.6) | 17 (14.5) | 18 (47.4) | 5.294 (2.335–12.0) | |
| No | 120 (77.4) | 100 (85.5) | 20 (52.6) | ||
| Q4. | |||||
| Yes† | 24 (15.5) | 13 (11.1) | 11 (28.9) | 3.259 (1.315–8.079) | |
| No | 131 (84.5) | 104 (88.9) | 27 (71.1) | ||
| Q5. | |||||
| Yes† | 36 (23.2) | 25 (21.4) | 11 (28.9) | 0.336 | 1.499 (0.655–3.434) |
| No | 119 (76.8) | 92 (78.6) | 27 (71.1) | ||
| Q6. | |||||
| Yes† | 22 (14.2) | 15 (12.8) | 7 (18.4) | 0.390 | 1.535 (0.575–4.104) |
| No | 133 (85.8) | 102 (87.2) | 31 (81.6) | ||
| Q7. | |||||
| 1–7 days/wk.† | 132 (85.2) | 101 (86.3) | 31 (81.6) | 0.475 | 0.702 (0.265–1.860) |
| Never | 23 (14.8) | 16 (13.7) | 7 (18.4) | ||
| Q8. | |||||
| 1–7 days/wk.† | 46 (29.7) | 34 (29.1) | 12 (31.6) | 0.768 | 1.127 (0.510–2.487) |
| Never | 109 (70.3) | 83 (70.9) | 26 (68.4) | ||
aDifferences between the three CPITN groups were analyzed by using chi-Square tests
bOdds ratios (OR) and confidence intervals (CI) were calculated with reference categories as indicated (†)
cCombined reference category, according to Eke et al. [18]
*Statistically significant with p < 0.05
Performances of algorithms for total and severe periodontitis in the current study population
| Algorithm performancesa | ||
|---|---|---|
| Total periodontitis (CPITN score 3 and 4) | Severe periodontitis (CPITN score 4) | |
| AUROCC (95% CI) | 0.59 (0.50–0.68) | 0.73 (0.65–0.82) |
| Optimal predicted probability | 0.34 | 0.16 |
| Sensitivity (%) | 49 | 71 |
| Specificity (%) | 68 | 63 |
| PPV (%) | 57 | 39 |
| NPV (%) | 55 | 87 |
aDeveloped by Verhulst et al. [1]
Fig. 1ROC curve of the algorithm (Y = 1.692*Q2 + 1.286*Q3 + 1.560*Q4 + 1.075*Q8 + 2.209*Age) from Verhulst et al. [1] to predict total periodontitis with AUROCC 0.59 (95% CI: 0.50–0.68). The dot indicates the predicted probability cut-off value of 0.34 with sensitivity of 49% and specificity of 68%
Fig. 2Calibration plot of the algorithm for the total periodontitis. The algorithm from Verhulst et al. [1] for total periodontitis is Y = 1.692*Q2 + 1.286*Q3 + 1.560*Q4 + 1.075*Q8 + 2.209*Age. The reference line is what would result if the predicted probability was the same as the actual probability of the model so that the prediction is neither underestimated nor overestimated
Fig. 3ROC curve of the algorithm from Verhulst et al. [1] to predict severe periodontitis (Y = 2.073*Q3 + 1.277*Q4 + 1.590*Q6 + 1.440*Q8 + 1.615*Age + 1.091*Sex) with AUROCC 0.73 (95% CI: 0.65–0.82). The dot indicates the predicted probability cut-off value of 0.16 with sensitivity of 71% and specificity of 63%
Fig. 4Calibration plot of the algorithm for severe periodontitis. The algorithm from Verhulst et al. [1] for severe periodontitis is Y = 2.073*Q3 + 1.277*Q4 + 1.590*Q6 + 1.440*Q8 + 1.615*Age + 1.091*Sex. The reference line is what would result if the predicted probability was the same as the actual probability of the model so that the prediction is neither underestimated nor overestimated