| Literature DB >> 30423965 |
Claudine Irles1, Gabriela González-Pérez2, Sandra Carrera Muiños3, Carolina Michel Macias4, César Sánchez Gómez5, Anahid Martínez-Zepeda6, Guadalupe Cordero González7, Estibalitz Laresgoiti Servitje8.
Abstract
Intestinal perforation (IP) associated with necrotizing enterocolitis (NEC) is one of the leading causes of mortality in premature neonates; with major nutritional and neurodevelopmental sequelae. Since predicting which neonates will develop perforation is still challenging; clinicians might benefit considerably with an early diagnosis tool and the identification of critical factors. The aim of this study was to forecast IP related to NEC and to investigate the predictive quality of variables; based on a machine learning-based technique. The Back-propagation neural network was used to train and test the models with a dataset constructed from medical records of the NICU; with birth and hospitalization maternal and neonatal clinical; feeding and laboratory parameters; as input variables. The outcome of the models was diagnosis: (1) IP associated with NEC; (2) NEC or (3) control (neither IP nor NEC). Models accurately estimated IP with good performances; the regression coefficients between the experimental and predicted data were R² > 0.97. Critical variables for IP prediction were identified: neonatal platelets and neutrophils; orotracheal intubation; birth weight; sex; arterial blood gas parameters (pCO₂ and HCO₃); gestational age; use of fortifier; patent ductus arteriosus; maternal age and maternal morbidity. These models may allow quality improvement in medical practice.Entities:
Keywords: computer simulation; prematurity; surgical necrotizing enterocolitis
Mesh:
Year: 2018 PMID: 30423965 PMCID: PMC6267340 DOI: 10.3390/ijerph15112509
Source DB: PubMed Journal: Int J Environ Res Public Health ISSN: 1660-4601 Impact factor: 3.390
Clinical and demographic characteristics of the maternal population.
| Variables | Control Group ( | NEC ( | IP ( |
|
|---|---|---|---|---|
| Age (years) | 28.04 ± 1.77 | 25.74 ± 1.60 | 31.31 ± 1.41 | 0.06 |
| Preeclampsia (%) | 14.81 | 30.43 | 26.92 | 0.39 |
| Hypertension (%) | 7.407 | 8.63 | 11.54 | 0.87 |
| Overweight/Obesity (%) | 11.11 | 0 | 11.54 | 0.24 |
| Hypothyroidism (%) | 18.52 | 4.34 | 3.84 | 0.11 |
| Chorioamnionitis (%) | 11.11 | 17.39 | 11.54 | 0.77 |
| No. Offsprings (range) | 1–3 | 1–2 | 1–3 | |
| Intra Uterine Growth Restriction (%) | 11.11 | 39.13 | 26.92 | 0.07 |
Obesity defined as a Body mass index (BMI) greater or equal to 30 (World Health Organization). Chorioamnionitis was defined as an acute inflammation or infection of the membranes and chorion of the placenta.
Clinical and demographic characteristics of the neonatal population.
| Variables | Control ( | NEC ( | IP ( |
|
|---|---|---|---|---|
| Gestational age (weeks) | 30.8 ± 0.42 | 30.3 ± 0.52 | 30.3 ± 0.46 | 0.71 |
| Birthweight (g) | 1384 ± 95.5 | 1085 ± 65.8 | 1141 ± 65.21 | 0.01 1 |
| Height (cm) | 39.76 ± 0.82 | 36.72 ± 0.77 | 37.29 ± 0.89 | 0.02 1 |
| Sex (male, %) | 59.26 | 43.48 | 57.71 | 0.48 |
1P < 0.05 between Control and NEC groups.
Input range conditions in the IP ANN model at birth.
| Input Variable | Range |
|---|---|
| Gestational age (weeks) | 25–34.4 |
| Maternal age (years) | 14–44 |
| Maternal morbidity | 0–15 (see |
| Chorioaminionitis (y/n) | 0–1 |
| Prenatal antibiotic (y/n) | 0–1 |
| Number of offsprings | 0–3 |
| Premature rupture of membranes (y/n) | 0–1 |
| Indirect oxygen (y/n) | 0–1 |
| T-piece (y/n) | 0–1 |
| CPAP (y/n) | 0–1 |
| PPV (y/n) | 0–1 |
| OTI (y/n) | 0–1 |
| Birth weight (g) | 560–3125 |
| Sex (female/male, 1/2) | 1–2 |
| Arterial pH value | 6.96–7.41 |
| Arterial CO2 (mm Hg) | 19.4–72.1 |
| Arterial HCO3 (mmol/L) | 9.6–34.5 |
| Arterial Base Deficit (mEq/L) | −16.9–7.9 |
| Diastolic arterial blood pressure | 20–56 |
| Leukocytes (cells/mm3) | 2800–39,940 |
| Neutrophils (cells/mm3) | 1008–24,000 |
| Platelets (cells/mm3) | 12,200–439,000 |
| Catheter location (absence, 0; high or low placed umbilical arterial, 1 or 2) | 0–2 |
Input range conditions in the IP ANN model at birth and during hospitalization.
| Input Variable | Range |
|---|---|
| Gestational age (weeks) | 25–34.4 |
| Maternal Age (years) | 14–44 |
| Maternal morbidity | 0–15 (see |
| Chorioaminionitis (y/n) | 0–1 |
| Prenatal antibiotic (y/n) | 0–1 |
| Premature rupture of membranes (y/n) | 0–1 |
| Maternal infection (y/n) | 0–1 |
| IUGR (y/n) | 0–1 |
| Indirect oxygen (y/n) | 0–1 |
| T-piece (y/n) | 0–1 |
| CPAP (y/n) | 0–1 |
| PVV (y/n) | 0–1 |
| OTI (y/n) | 0–1 |
| Birth weight (g) | 560–3125 |
| Sex (female/male, 1/2) | 1–2 |
| Arterial pH value | 6.96–7.41 |
| Arterial CO2 (mm Hg) | 19.4–72.1 |
| Arterial HCO3 (mmol/L) | 9.6–34.5 |
| Arterial Base Deficit (mEq/L) | −16.9–7.9 |
| Use of formula (y/n) | 0–1 |
| Use of human milk (y/n) | 0–1 |
| First day of oral feeding (day) | 1–3 |
| Apnea (y/n) | 0–1 |
| Gastric residuals (y/n) | 0–1 |
| Diastolic arterial blood pressure | 20–56 |
| Leukocytes (cells/mm3) | 2800–39,940 |
| Neutrophils (cells/mm3) | 1008–24,000 |
| Platelets (cells/mm3) | 12,200–439,000 |
| Catheter location (absence, low, high, hepatic) | 0–3 |
| Antibiotic schemes | 1–2 |
| PDA (y/n) | 0–1 |
| Blood transfusions (y/n) | 0–1 |
| Hypotension (y/n) | 0–1 |
| Early sepsis (y/n) | 0–1 |
| Late sepsis (y/n) | 0–1 |
| Catheter location (absence, 0; high or low placed umbilical arterial, 1 or 2) | 0–2 |
Figure 1A representative network architecture of Intestinal perforation (IP) model. The learning procedure used by ANN for the estimation of IP associated with NEC from 23 maternal and neonatal variables at birth (maternal age, maternal morbidity, chorioamnionitis, prenatal antibiotic, number of offsprings, premature rupture of membranes, gestational age, oxygen therapy (indirect oxygen, T-piece, continuous positive airway pressure, positive pressure ventilation cycles, orotracheal intubation), birth weight, sex, arterial pH, blood gas (CO2, HCO3, base deficit), diastolic arterial blood pressure, number of total leukocytes, neutrophils, platelets and catheter location), trained by the Levenberg-Marquardt optimization algorithm. The same architecture was used for IP estimation with birth and hospitalization variables.
Figure 2Intestinal perforation associated with NEC ANN model. Representative estimation model for the diagnosis of intestinal perforation associated with NEC (IP) with the 23 input variables described in Figure 1, 3 neurons in the hidden layer (b1) and 1 neuron in the output layer (b2).
Weights and biases for the IP ANN model at birth (3 neurons in the hidden layer, k = 3 and l = 1).
| Wi{s,k} | |||
|---|---|---|---|
| Wi{s,1} | 1.3267125 | 3.1584473 | −1.0502622 |
| Wi{s,2} | −1.7146594 | −1.8984633 | 2.2922617 |
| Wi{s,3} | 4.8419826 | 0.346469 | 0.172989 |
| Wi{s,4} | 0.7706828 | −1.8081623 | −0.1177451 |
| Wi{s,5} | −0.6644504 | −1.4773511 | 0.641453 |
| Wi{s,6} | 1.7169406 | 1.6965454 | −0.980111 |
| Wi{s,7} | 1.4663105 | 0.5359049 | 1.1481214 |
| Wi{s,8} | 0.5342111 | 3.4738356 | 0.2333177 |
| Wi{s,9} | 2.5968973 | 1.9983119 | −0.1671108 |
| Wi{s,10} | 0.0638118 | 0.9084672 | −2.1722897 |
| Wi{s,11} | −0.4195773 | 2.0502619 | −1.7919031 |
| Wi{s,12} | 1.5347326 | −1.6982282 | 4.0750083 |
| Wi{s,13} | 3.4133979 | −3.0526489 | −1.3469327 |
| Wi{s,14} | 1.7925231 | 1.4563156 | −2.5644274 |
| Wi{s,15} | 0.5678812 | −0.7150829 | −0.5980426 |
| Wi{s,16} | 2.661324 | 2.4458136 | −0.7857453 |
| Wi{s,17} | 0.0671341 | 0.8060811 | −1.9744531 |
| Wi{s,18} | −3.7567751 | 0.823349 | −0.531168 |
| Wi{s,19} | −4.0508192 | 1.2459655 | −0.7937825 |
| Wi{s,20} | −0.8384736 | 0.3953479 | 0.1355509 |
| Wi{s,21} | −1.5220229 | 0.0202477 | −0.1580771 |
| Wi{s,22} | −4.7012854 | −5.0669983 | −2.2215755 |
| Wi{s,23} | −2.8142496 | −0.4138948 | 1.3408794 |
| Wo{1,1} | Wo{1,2} | Wo{1,3} | |
| Wo{l,s} | −5.5289631 | 4.3969459 | 5.5399183 |
| b1{23,1} | b1{s,1} | ||
| 1.6391183 | |||
| −2.673269 | |||
| 5.3597672 | |||
| b2{l,s} | |||
| b2{1,1} | −0.2889819 |
Weights and biases for the IP ANN model at birth and during hospitalization (2 neurons in the hidden layer, k = 2 and l = 1).
| Wi{s,k} | ||
|---|---|---|
| Wi{s,1} | −0.3751959 | −7.3554209 |
| Wi{s,2} | 8.7757177 | 0.8013817 |
| Wi{s,3} | 3.8650996 | 1.8292029 |
| Wi{s,4} | −3.5645456 | −1.5785954 |
| Wi{s,5} | 1.6843183 | 3.4310907 |
| Wi{s,6} | −1.0314863 | −2.8521103 |
| Wi{s,7} | 1.7744987 | −0.1751799 |
| Wi{s,8} | −6.0887131 | −0.1231969 |
| Wi{s,9} | 2.9294796 | −5.9005369 |
| Wi{s,10} | −1.6834391 | 1.6662543 |
| Wi{s,11} | −0.2871787 | −1.0537841 |
| Wi{s,12} | −1.7927934 | −5.9023226 |
| Wi{s,13} | 8.3022116 | −0.2731127 |
| Wi{s,14} | −2.7479431 | 5.0231616 |
| Wi{s,15} | −5.5854112 | 5.6349576 |
| Wi{s,16} | 1.2288445 | 0.4765211 |
| Wi{s,17} | −4.9111278 | −5.5446961 |
| Wi{s,18} | −6.0798957 | 2.5347047 |
| Wi{s,19} | −2.9004902 | −1.8560627 |
| Wi{s,20} | −0.3563622 | 0.3671644 |
| Wi{s,21} | 0.4792034 | −1.6491173 |
| Wi{s,22} | −0.7248806 | 7.1122093 |
| Wi{s,23} | −0.7406803 | 10.360829 |
| Wi{s,24} | 0.1160807 | 4.8359502 |
| Wi{s,25} | 0.4699811 | −8.6634359 |
| Wi{s,26} | 2.1030666 | −4.5441764 |
| Wi{s,27} | 3.309815 | 8.8156683 |
| Wi{s,28} | 0.6025175 | 1.3123462 |
| Wi{s,29} | 2.1301649 | −0.5153287 |
| Wi{s,30} | 4.0466436 | −7.5138313 |
| Wi{s,31} | −1.4889536 | 0.2544955 |
| Wi{s,32} | 2.287042 | −5.3644162 |
| Wi{s,33} | 4.4242002 | −2.8862814 |
| Wi{s,34} | 1.6291247 | −3.5560135 |
| Wi{s,35} | 0.0894362 | −0.0343897 |
| Wo{1,1} | Wo{1,2} | |
| Wo{l,s} | 7.952817 | −9.1921023 |
| b1{35,1} | b1{s,1} | |
| 2.3093149 | ||
| b2{l,s} | ||
| b2{1,1} | −14.149185 |
Figure 3Experimental vs. ANN-simulated values for IP diagnosis estimation. Scatter plot of IP model at birth (A) and at birth and during hospitalization (B). Red lines indicate the linear regression model on scatter points. Open circles and closed diamonds show experimental and learning data, respectively.
Slope and intercept values for the statistical test of the IP ANN model at birth.
| Birth Variables | |
|---|---|
| alower | aupper |
| −0.0395 | 0.0607 |
| blower | bupper |
| 0.9074 | 1.0703 |
Slope and intercept values for the statistical test of the IP ANN model at birth and during hospitalization.
| Birth and Hospitalization Variables | |
|---|---|
| alower | aupper |
| −0.0394 | 0.0524 |
| blower | bupper |
| 0.9191 | 1.0683 |
Figure 4Relative contribution of each predictor variable to the estimation for the IP ANN model at birth. The relative influence histogram shows the mathematical importance of each predictor variable in the model evaluated by a sensitivity analysis. It is measured as a percentage of quantitative significance on the Y-axis for each predictor parameter at birth.
Figure 5Relative contribution of each predictor variable to the estimation for the IP ANN model at birth and hospitalization. The relative influence histogram shows the mathematical importance of each predictor variable in the model evaluated by a sensitivity analysis. It is measured as a percentage of quantitative significance on the Y-axis for each predictor parameter at birth and during hospitalization.