| Literature DB >> 34093252 |
Jingjing Zhou1,2, Jia Zhou1,2, Zuoli Sun1,2, Lei Feng1,2, Xuequan Zhu1,2, Jian Yang1,2, Gang Wang1,2.
Abstract
Objective: The aim of our study was to identify immune- and inflammation-related factors with clinical utility to predict the clinical efficacy of treatment for depression. Study Design: This was a follow-up study. Participants who met the entry criteria were administered with escitalopram (5-10 mg/day) as an initial treatment. Self-evaluation and observer valuations were arranged at the end of weeks 0, 4, 8, and 12, with blood samples collected at baseline and during weeks 2 and 12. Multivariable logistic regression analysis was then carried out by incorporating three cytokines selected by the Least Absolute Shrinkage and Selection Operator (LASSO) regression model. Internal validation was estimated using the bootstrap method with 1,000 repetitions.Entities:
Keywords: escitalopram; followed up study; inflammatory biomarkers; major depressive disorder; predictive model
Year: 2021 PMID: 34093252 PMCID: PMC8172985 DOI: 10.3389/fpsyt.2021.593710
Source DB: PubMed Journal: Front Psychiatry ISSN: 1664-0640 Impact factor: 4.157
Demographic and clinical characteristics.
| Participants | 23 | 62 | 85 | ||
| Gender | 0.11 | 0.740 | |||
| Female | 15(65.22) | 38(61.29) | 53(62.35) | ||
| Male | 8(34.78) | 24(38.71) | 32(37.65) | ||
| Education | 3.32 | 0.190 | |||
| Lower than Undergraduate | 9(39.13) | 13(20.97) | 22 (25.88) | ||
| Graduate | 6(26.09) | 16(25.81) | 22 (25.88) | ||
| Undergraduate | 8(34.78) | 33(53.23) | 41 (48.24) | ||
| Family history | 0.66 | 0.417 | |||
| NO | 19(82.61) | 46(74.19) | 65(76.47) | ||
| YES | 4(17.39) | 16(25.81) | 20(23.53) | ||
| First episode | 0.00 | 0.963 | |||
| NO | 11(47.83) | 30(48.39) | 41(48.24) | ||
| YES | 12(52.17) | 32(51.61) | 44(51.76) | ||
| Age (years) | 27.65(7.42) | 29.43(7.62) | 28.95 (7.56) | −1.41 | 0.159 |
| Body mass index | 22.17(2.92) | 22.87(3.63) | 22.68(3.45) | −0.84 | 0.405 |
| Onset age (years) | 23.57(6.89) | 25.65(7.25) | 25.08 (7.18) | −1.19 | 0.237 |
| Duration of illness (years) | 3.04(4.12) | 2.85(4.04) | 2.91 (4.04) | 0.23 | 0.817 |
| Duration of current episode (years) | 0.35(0.78) | 0.42(1.30) | 0.40 (1.18) | 0.21 | 0.832 |
| Baseline HAMD-17 scores | 19.87(4.25) | 20.87(4.27) | 20.60 (4.26) | −0.96 | 0.339 |
| Endpoint HAMD-17 scores | 15.35(5.02) | 4.46(3.28) | 7.63 (6.28) | 6.74 | <0.0001 |
| Baseline QIDS-SR scores | 16.04(3.71) | 14.90(3.23) | 15.21 (3.38) | 1.34 | 0.181 |
| Endpoint QIDS-SR scores | 11.87(4.53) | 4.88(2.78) | 6.91 (4.63) | 6.90 | <0.0001 |
Chi-square;
Independent sample t-test;
Wilcoxon rank sum test
Body mass index is calculated as weight in kilograms divided by height in meters squared.
Inflammatory cytokine levels in treatment response and non-response groups.
| Log of CRP | 3.75(0.55) | 3.68(0.52) | 3.78(0.56) | 0.458 |
| Sqrt of G-CSF | 9.16(2.60) | 8.76(2.97) | 9.31(2.47) | 0.390 |
| Log of Eotaxin | 1.83(0.17) | 1.83(0.15) | 1.83(0.18) | 0.993 |
| FGF2(pg/ml) | 59.22(33.28) | 64.34(32.31) | 57.32(33.69) | 0.391 |
| Log of GM-CSF | 0.62(0.31) | 0.62(0.31) | 0.61(0.31) | 0.931 |
| Log of IFNγ | 0.72(0.35) | 0.65(0.36) | 0.75(0.35) | 0.268 |
| Log of IL-1Ra | 1.19(0.78) | 1.39(0.76) | 1.11(0.78) | 0.138 |
| Log of IL-12 | 0.47(0.30) | 0.41(0.30) | 0.49(0.30) | 0.280 |
| Log of IL-17 | 0.46(0.32) | 0.40(0.33) | 0.48(0.32) | 0.329 |
| Log of IL-7 | 0.61(0.38) | 0.60(0.41) | 0.61(0.37) | 0.980 |
| Log of IP-10 | 2.43(0.18) | 2.38(0.17) | 2.45(0.18) | 0.126 |
| Lipocalin-2(ng/ml) | 80.06(63.24) | 105.10(116.96) | 70.78(15.79) | 0.530 |
| MCP-1(pg/ml) | 205.99(72.00) | 182.88(51.23) | 214.56(76.92) | 0.060 |
| Log of MCP-1β | 1.25(0.41) | 1.24(0.49) | 1.25(0.38) | 0.660 |
| Log of PDGF | 3.56(0.59) | 3.64(0.54) | 3.53(0.61) | 0.451 |
| RANTES(pg/ml) | 2142.78(1097.67) | 1952.99(1216.42) | 2213.18(1052.10) | 0.335 |
| Log of SAP | 4.95(0.20) | 4.90(0.17) | 4.97(0.21) | 0.147 |
| sCD14(ng/ml) | 2396.68(585.69) | 2315.97(642.28) | 2426.62(565.88) | 0.442 |
| sICAM-1(ng/ml) | 165.57(388.68) | 124.53(129.86) | 180.79(448.42) | 0.752 |
| TNFα(pg/ml) | 9.88(6.19) | 8.51(3.48) | 10.39(6.89) | 0.101 |
| VCAM-1(ng/ml) | 661.08(140.80) | 600.13(114.41) | 683.70(143.73) | 0.013 |
| VEGF(pg/ml) | 47.86(44.73) | 50.98(41.22) | 46.71(46.23) | 0.533 |
Independent sample t-test;
Wilcoxon rank sum test.
Figure 1Selection of cytokines, demographic, and clinical features using the LASSO binary logistic regression model. (A) Optimal parameter (lambda) selection in the LASSO model using 10-fold cross-validation via minimum criteria. The partial likelihood deviance (binomial deviance) curve was plotted vs. log (lambda). Dotted vertical lines were drawn at the optimal values by using the minimum criteria and 1 SE of the minimum criteria (the 1-SE criteria). (B) LASSO coefficient profiles of the 26 features. A coefficient profile plot was produced against the log (lambda) sequence. A vertical line was drawn at the value selected using 5-fold cross-validation, where optimal lambda resulted in five features with non-zero coefficients. LASSO, least absolute shrinkage and selection operator.
Prediction factors for response to treatment.
| MCP-1 | 0.0129 | 1.0129(1.0027,1.0258) | 0.02575 |
| VCAM-1 | 0.0081 | 1.0082(1.0031,1.0142) | 0.00342 |
| Lipocalin-2 | −0.0164 | 0.9837(0.9612,0.9972) | 0.04445 |
β, regression coefficient; CI, confidence interval.
Figure 2Receiver operating characteristic (ROC) curves of the predictive model. The area under the ROC curve (AUC) from the model was 0.811, the cut-off value for the prediction score at the optimum point was 0.688, the sensitivity was 82.6%, and the specificity was 80.6%.
Figure 3The development of a predictive nomogram for MDD response. A response predicting nomogram was developed in the study cohort that included MCP1, VCAM1, and Lipocalin. First, it is necessary to locate the patient's MCP1, VCAM1, and Lipocalin level, on the corresponding axis. The score for each value is then assigned by drawing a line upwards to the line, and the sum of the three scores is plotted on the total points line. Next, a line should be drawn straight down to identify the patient's probability of achieving a response.
Figure 4Calibration plot for the nomogram and decision curve analysis of the logistic model. (A) Calibration plot for the nomogram. The dotted black line indicates the location of the ideal nomogram, in which the predicted and actual probabilities are identical. The dotted red line indicates the apparent accuracy of the nomogram without correction for overfitting. The blue solid line represents the bootstrap-corrected nomogram. (B) Decision curve analyses (DCA) demonstrating the net benefit associated with use of the response nomogram with regards to predicting a response to treatment. The y-axis represents the net benefit. The red line represents the treat-all-patients scheme. The black line represents the treat-none scheme. The blue line represents the predictive nomogram scheme. The decision curve shows that if the threshold probability is 1–91%, using this nomogram in the current study to predict response adds more benefit than an intervention-in-all-patients scheme or an intervention-in-none scheme.