| Literature DB >> 35682023 |
Liton Devnath1, Peter Summons1, Suhuai Luo1, Dadong Wang2, Kamran Shaukat1,3, Ibrahim A Hameed4, Hanan Aljuaid5.
Abstract
Computer-aided diagnostic (CAD) systems can assist radiologists in detecting coal workers' pneumoconiosis (CWP) in their chest X-rays. Early diagnosis of the CWP can significantly improve workers' survival rate. The development of the CAD systems will reduce risk in the workplace and improve the quality of chest screening for CWP diseases. This systematic literature review (SLR) amis to categorise and summarise the feature extraction and detection approaches of computer-based analysis in CWP using chest X-ray radiographs (CXR). We conducted the SLR method through 11 databases that focus on science, engineering, medicine, health, and clinical studies. The proposed SLR identified and compared 40 articles from the last 5 decades, covering three main categories of computer-based CWP detection: classical handcrafted features-based image analysis, traditional machine learning, and deep learning-based methods. Limitations of this review and future improvement of the review are also discussed.Entities:
Keywords: black lung; chest X-ray radiographs; coal workers’ pneumoconiosis; computer-aided diagnostic; deep learning; machine learning; occupational lung disease; pneumoconiosis; systematic literature review; texture feature analysis
Mesh:
Substances:
Year: 2022 PMID: 35682023 PMCID: PMC9180284 DOI: 10.3390/ijerph19116439
Source DB: PubMed Journal: Int J Environ Res Public Health ISSN: 1660-4601 Impact factor: 4.614
Figure 1Summary of ILO standard classification of pneumoconiosis.
Figure 2Overview of proposed SLR.
Figure 3Theoretical framework for the CAD of CWP based on machine learning.
Details of different texture features and their descriptions.
| Feature Types | Features Name | Descriptions |
|---|---|---|
| Fourier spectrum-based | RMS variation | A measurement of the magnitude of lung texture |
| First moment | Central tendency of lung texture | |
| Second moment | A measure of dispersion from the overall central tendency | |
| Third moment | A measure of the nature (coarse or fine) of the lung texture | |
| Co-occurrence matrix-based | Correlation | Measurement of the relationship from different angles or directions between each pair of pixels on the image. Most of them used directions such as 0°, 45°, 90° and 135° |
| Contrast or inertia | Contrast measurements of pixel intensity (greyscale tone or colour tone) using a pixel and its neighbor across the whole image | |
| Homogeneity | Measures the proximity of the pairs of pixels across the diagonal of the co-occurrence matrix. It should be elevated if the greyscale levels of all diagonal entries is similar | |
| Entropy | Measures spatial disturbances in pixel intensity relations which could be responsible for the image abnormality | |
| Energy | Shows the uniformity of the intensity relationships of the pixels by measuring the number of repeated pairs. The higher value of energy means the bigger homogeneity presents in the texture | |
| Histogram-based | Mean | A measure of the colour intensity of each pixel on which the image brightness depends |
| Variance | A measure of the breadth of the histogram indicates the deviation of the grey levels from the mean value | |
| SD | A scalar value computed from the image array that shows the lower or higher contrast of the colour intensities | |
| Skewness | The positive and negative asymmetry represents the degree of distortion of the histogram in relation to the mean intensity distribution, giving an idea about the image of a surface | |
| kurtosis | It is a measure of the degree of sharpness of the histogram relative to the mean intensity distribution | |
| Entropy | Entropy measures the random nature of the distribution of coefficient values on intensity distributions. It provides high readings with an image of more intensity levels | |
| Energy | The energy characteristic measures the uniform distribution of the intensity levels. It provides high readings with an image of fewer intensity levels | |
| Wavelet transform-based | Energy | A wavelet coefficient is calculated from the distribution of grey level intensity in the sub-band images on a successive scale. The different energy levels of the sub-bands provide the differences in texture patterns |
| Density distribution-based | Density of a region | Measures how many pixels are contained in a particular region. The rapidly changing density of a region indicates the profusion of opacities |
| Density of rib areas | Measures the mean of the pixel densities obtained from all the rib areas. The higher contrast occurs when the opacities appear around the edges of the ribs. | |
| Density of intercostal areas | Measures the average pixel densities for all intercostal areas. A higher contrast occurs when the opacities appear around the edges between the intercostal and rib areas |
Summary of classical approaches included studies.
| Year and Country of Data | Ref No. | Feature Analysis Method | Classical Approaches | Number of CWP CXR | Evaluation Performance |
|---|---|---|---|---|---|
| Accuracy | |||||
| 2009 (M) | [ | Histogram analysis | Computer and ILO standard | 11 | AUC > 80.00% |
| 2002 | [ | Opacity measurement | NN and ILO standard-based | 1 | - |
| 2001 | [ | Opacity measurement | NN and ILO standard-based | 1 | |
| 2001 | [ | Opacity measurement | NN and ILO standard-based | 1 | - |
| 2000 | [ | Opacity measurement | NN and ILO standard-based | 1 | - |
| 1997 (U) | [ | Fourier spectrum | Computer and ILO standard-based | 68 | - |
| 1990 (J) | [ | Fourier spectrum | Computer and ILO standard-based | - | |
| 1988 (J) | [ | Opacity measurement | Computer and ILO standard-based | 9 | 81.0% |
| 1987 (J) | [ | Co-occurrence matrix, density distribution | Computer and ILO standard-based | 11 | 81.8% |
| 1980 (U) | [ | Opacity measurement | Computer and ILO standard-based | 3 | 67% |
| 1976 (U) | [ | Fourier spectrum | Computer and ILO standard-based | 141 | 82.9% |
| 1976 (U) | [ | Density Distribution | Computer and ILO standard-based | 36 | 80.5% |
| 1975 (U) | [ | Density Distribution | Computer and ILO standard-based | 36 | 80.5% |
| 1975 (U) | [ | Histogram analysis | Computer and ILO standard-based | 38 | 84.0% |
| 1974 | [ | Fourier spectrum, co-occurrence matrix | Computer and ILO standard-based | 141 | 88.0% |
Summary of traditional machine learning approaches included studies.
| Year and Country of D | Ref No. | Feature Analysis Method | Traditional Machine Learning Approaches | Number of CWP CXR | Evaluation Performance | |||
|---|---|---|---|---|---|---|---|---|
| Accuracy | Specificity | Recall | AUC | |||||
| 2019 (A) | [ | Histogram analysis | SVM, MLP, NN | 71 | SVM = 73.17% | 92.31% | 73.30% | |
| MLP = 71.11% | 72.00% | 70.00% | ||||||
| NN = 83.00% | 85.00% | 82.00% | ||||||
| 2017 (J) | [ | Fourier spectrum, co-occurrence matrix, histogram analysis | ANN | 46 | - | Category 1 = 38.2% | - | Category 1 = 73.0% |
| Category 2 = 52.5% | Category 2 = 79.0% | |||||||
| Category 3 = 60.1% | Category 3 = 85.0% | |||||||
| 2014 (J) | [ | Density distribution | SVM, RT, NN | 15 right-lung | - | - | RT = 93.2% | - |
| NN = 93.2% | ||||||||
| SVM = 93.2% | ||||||||
| 2014 (C) | [ | Wavelet analysis | SVM and ensemble | 40 | 90.5% | 93.3% | 84.9% | 96.1% |
| 2014 (J) | [ | Fourier spectrum, co-occurrence matrix | ANN | 15 | - | - | - | 93.0% |
| 2013 (J) | [ | Density Distribution | SVM, RT, NN | 12 right-lung | - | - | RT = 91.67% | |
| NN = 91.67% | ||||||||
| SVM = 100.0% | ||||||||
| 2013 (C) | [ | Co-occurrence matrix, histogram analysis | ANN | 40 | 79.3% | 70.6% | 91.7% | 85.8% |
| 2013 (C) | [ | Wavelet analysis | SVM and DT | 40 | SVM = 87.2% | SVM = 90.6% | SVM = 80.0% | SVM = 94.0% |
| DT = 83.2% | DT = 89.4% | DT = 70.0% | DT = 86.0% | |||||
| 2011 (J) | [ | Co-occurrence matrix | SVM | 68 | 69.7% | - | - | - |
| 2011 (J) | [ | Fourier spectrum, co-occurrence matrix | ANN | 12 | - | - | - | 97.2% |
| 2011 (C) | [ | Co-occurrence matrix, histogram analysis | SVM and ensemble | 250 | 88.9% | 87.7% | 92.0% | 97.8% |
| 2010 (J) | [ | Density distribution | SVM, RT, NN | 6 right-lung | - | - | - | - |
| 2010 (C) | [ | Co-occurrence matrix, histogram analysis | SVM and Classifiers ensemble | 259 | 92.83% | 90.25% | 96.65% | - |
| 2009 (J) | [ | Density distribution | SVM, RT, NN | 6 right-lung | - | - | - | - |
| 2009 (C) | [ | Histogram analysis | SVM | 196 | 94.1% | 94.6% | 93.6% | |
| 2009 (C) | [ | Co-occurrence matrix | SVM | 59 | 95.15% | 94.2% | 95.6% | |
| 2002 (M) | [ | Co-occurrence and spatial dependence matrix analysis | SOM, NN, KNN | 74 | SOM = 71.0% | - | - | |
| NN = 75.0% | ||||||||
| KNN = 72.0% | ||||||||
| 2001 (C) | [ | Co-occurrence matrix | NN | 212 | 86.8% | - | - | - |
Summary of deep learning approaches included studies.
| Year and Country of Data | Ref No. | Feature Analysis Method | Deep Learning Approaches | Number of CWP CXR | Evaluation Performance | |||
|---|---|---|---|---|---|---|---|---|
| Accuracy | Specificity | Recall | AUC | |||||
| 2021(C) | [ | Non-texture CNN | ResNet | 512 | 92.70% | - | - | - |
| 2021(A) | [ | Non-texture CNN | CheXNet | 71 | 92.68% | 83.33% | 100% | 97.05% |
| 2020(A) | [ | Non-texture CNN | Cascaded Learning, CheXNet | 71 | Cascaded = 90.24% | 88.46% | 93.33% | - |
| CheXNet = 78.05% | 80.77% | 73.33% | ||||||
| 2020 (C) | [ | Non-texture CNN | InceptionV3 | 923 | - | 93.30% | 62.30% | 87.80% |
| 2020 (A) | [ | Non-texture CNN | VGG16, VGG19, ResNet, InceptionV3, Xception, DenseNet, CheXNet | 71 | VGG16 = 82.93% | 80.00% | 84.62% | - |
| VGG19 = 80.49% | 80.00% | 80.77% | ||||||
| ResNet = 85.37% | 80.00% | 88.46% | ||||||
| InceptionV3 = 87.80% | 86.67% | 88.46% | ||||||
| Xception = 85.37% | 93.33% | 80.77% | ||||||
| DenseNet = 82.93% | 80.00% | 84.62% | ||||||
| CheXNet = 85.37% | 93.33% | 80.77% | ||||||
| 2019 (A) | [ | Non-texture CNN | 15 layers CNN | 71 | 90.24% | 89.29% | 90.74% | - |
| 2019 (A) | [ | Non-texture CNN | DenseNet, CheXNet | 71 | CheXNet = 85.37% | 80.00% | 88.46% | - |
| DenseNet = 80.49% | 73.33% | 84.62% | ||||||
| 2019 (C) | [ | Non-texture CNN | LeNet, AleXNet, InceptionV1, InceptionV2, GoogleNetCF | 1600 | GoogleNetCF = 93.88% | - | - | - |
| InceptionV1 = 91.60% | ||||||||
| InceptionV2 = 90.70% | ||||||||
| AleXNet = 87.90% | ||||||||
| LeNet = 71.6% | ||||||||
Figure 4The illustration of the classical approaches was used for CWP detection.
Figure 5The illustration of the traditional approaches used for CWP detection.
Figure 6The illustration of the deep learning approaches used for CWP detection.