Algorithms for Liver Segmentation in Computed Tomography Scans: A Historical Perspective
Abstract
:1. Introduction
- RQ1—What are the challenges and limitations associated with accurate liver segmentation in CT scans?
- RQ2—How does the choice of the method impact the accuracy and efficiency of liver segmentation in CT scans?
- RQ3—What are the evaluation metrics commonly used to assess the performance of AI models and traditional methods for liver segmentation in CT scans?
2. Methodology
2.1. Data Sources
2.2. Search Queries
2.3. Inclusion Criteria
2.4. Exclusion Criteria
2.5. Characterisation of Selected Papers
3. Literature Review
3.1. Historical Overview
3.2. Other Review Papers
4. Findings
5. Discussion
5.1. Public Dataset Analysis
5.2. Impact of the Adoption of Neuronal-Network-Based Methods
5.3. Comparison between 2D and 3D Methods for Liver Segmentation
- Importance of Choosing between 2D and 3D Methods
- -
- In medical imaging, and in particular liver segmentation, the choice between slice-based 2D and volume-based 3D segmentation methods is crucial. This decision is highly dependent on the anatomical structure of the liver. Given the complex, three-dimensional nature of the liver, 3D segmentation techniques often prove to be the most appropriate choice [21,40]. These methods are inherently designed to understand and process the volumetric characteristics of the liver, which is a critical consideration for accurate segmentation results.
- Two-Dimensional Segmentation Limitations
- -
- Although 2D slice-based segmentation is widely used, it has limitations, particularly when it comes to dealing with complex organs such as the liver. The main challenge with 2D methods is their inability to fully capture all the regions of the liver. They involve working with individual slices, which can provide a fragmented understanding of the organ structure, but this fragmentation can lead to inconsistencies and errors when these individual slices are aggregated to form a complete image [41].
- Three-Dimensional Segmentation Advantages
- -
- In order to overcome the limitations of 2D segmentation, 3D segmentation has the ability to use more contextual information. Unlike 2D methods, which visualise the liver in individual slices, 3D techniques consider the organ as a whole, as they have the ability to ensure anatomical correctness by processing the liver as a single, continuous volume, avoiding errors that can arise from the aggregation of 2D slices [14,39]. In 2D segmentation, inconsistencies can occur when individual slices are combined, leading to inaccuracies in the representation of the liver anatomy. The holistic view provided by 3D segmentation results in more accurate segmentation, as it takes into account the spatial relationships and continuity between the different sections of the liver. The inclusion of this additional contextual information can potentially lead to segmentation results, especially in complex cases where the shape and size of the liver can vary considerably.
5.4. Exploring Research Questions
- RQ1—What are the challenges and limitations associated with accurate liver segmentation in CT scans?
- -
- The challenges and limitations associated with accurate liver segmentation in CT images include under-segmentation, over-segmentation, low contrast, poor boundary detection, and background segmentation due to noise. In addition, liver segmentation in CT scans is further challenged by the presence of artefacts, such as partial volumes, noise, and low sharpness and contrast between organs, making it difficult to identify the boundaries between different tissues.
- RQ2—How does the choice of the method impact the accuracy and efficiency of liver segmentation in CT scans?
- -
- The choice of the method has an important impact on the accuracy and efficiency of liver segmentation in CT scans. Traditional techniques such as image processing and region growing approaches have shown varying degrees of sensitivity and specificity, with some challenges in dealing with large injuries. In contrast, newer methods such as FCN and DBN-DNN and techniques like ResU-Net and SegNet showed a higher accuracy, with some reaching the highest accuracy levels. Notably, the use of GPUs has reduced processing times, thus contributing towards more efficient and accurate liver segmentation methods.
- RQ3—What are the evaluation metrics commonly used to assess the performance of AI models and traditional methods for liver segmentation in CT scans?
- -
- Some of the key metrics used to measure the outcome of segmentation techniques include the Dice Similarity Coefficient (DSC), accuracy, precision, sensitivity, specificity, and the segmentation speed. There is not much consistency in the metrics presented by the various studies except for the DSC.
6. Conclusions and Future Work
Author Contributions
Funding
Conflicts of Interest
References
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Authors | Year | Segmentation Category | Method | Autom. Level | Dim. | Database | Results |
---|---|---|---|---|---|---|---|
Bae et al. [19] | 1993 | Threshold | Grey-level thresholding | Semi | 2D | Private | 0.985 DSC with mean percent error within 10%. |
Gao et al. [20] | 1996 | Edge | Parametrically deformable contour model | Fully | 3D | Private | 13.2% of the results required user modifications. |
Soler et al. [21] | 1997 | Edge | Deformable models | Fully | 3D | Private | Claimed to be comparable to manual segmentations. |
Yoo et al. [22] | 2000 | Threshold | Threshold | Fully | 2D | Private | 3.41% error. |
Pan and Dawant [23] | 2001 | Edge | Level sets | Fully | Both | Private | [0.874, 0.963] average similarities. |
Saitoh et al. [24] | 2002 | Threshold | Threshold | Fully | 3D | Private | ∼20 min computation time. |
Masumoto et al. [25] | 2003 | Region | Differences between time-phase images | Fully | 3D | Private | 67% volume ratio average; 32% in the worst cases. |
Lim et al. [26] | 2004 | Region | Watershed | Fully | 2D | Private | Only qualitative. |
Liu et al. [27] | 2005 | Edge | GVF snake | Semi | 2D | Private | 5.3% median value of the difference ratios. |
Lim et al. [28] | 2006 | Semantic | Labeling-based search | Fully | 2D | Private | 96% average correctness; 3% average error rate. |
Beichel et al. [29] | 2007 | Region | Graph cuts | Semi | 3D | Private | 5.2% average overlap error. |
Massoptier and Casciaro [30] | 2008 | Edge | Active contour | Fully | 3D | Private | 94.2% mean DSC. |
Heimann et al. [31] | 2009 | Several | Majority Voting | Both | Both | Private | 5% overlap error; −0.7 volume difference; 0.8 average distance; 1.7 RMS distance; 19.1 max distance. |
Akram et al. [32] | 2010 | Threshold | Global Threshold | Fully | 3D | Private | 0.96 average accuracy; 0.0017 std; 96% accurately segmented; 4% poorly segmented. |
Oliveira et al. [33] | 2011 | Edge | Level sets | Semi | 2D | SLiver07 | 82.05 overall score. |
Linguraru et al. [34] | 2012 | Region | Graph cuts | Fully | 3D | Private; SLiver07 | 2.2 VOE. |
Li et al. [35] | 2013 | Edge | Fuzzy clustering and level set | Fully | 2D | Private | 0.9986 average accuracy; 0.9989 average specificity. |
Platero et al. [37] | 2014 | Region | Graph cuts | Semi | 3D | SLiver07 | 76.3 maximum score; 0.973 DSC. |
Mostafa et al. [38] | 2015 | Cluster | ABC optimization | Fully | 2D | Private | 93.73% accuracy; 84.82% average SI. |
Dou et al. [39] | 2016 | NN | 3D DSN | Fully | 3D | SLiver07 | 5.42% VOE; 0.79 mm ASSD. |
Christ et al. [14] | 2017 | NN | CFCN | Fully | 2D | 3D-IRCADb01 | 94.3% mean DSC. |
Hiraman [40] | 2018 | NN | CNN | Fully | 2D | SLiver07 | 12.07% average VOE; −1.96% RVD; 2.25 mm ASSD; 2.60 mm RMSD; 43.01 mm MSSD. |
Wang et al. [41] | 2019 | NN | CNN | Fully | 3D | Private | DSC. |
Almotairi et al. [42] | 2020 | NN | SegNet | Fully | 3D | 3D-IRCADb01 | 94.57% overall accuracy. |
Ayalew et al. [44] | 2021 | NN | U-Net | Fully | 2D | 3D-IRCADb01; LiTS | 0.9612 DSC. |
Scicluna [46] | 2022 | NN | UNet; VGG16UNetC | Fully | 2D | CHAOS | 85.84 mean score; 97.85 DSC; 80.33 RAVD; 94.80 ASSD score; 70.38 MSSD. |
Ezzat et al. [48] | 2023 | NN | CNN | Fully | 2D | Private | 98.80% accuracy. |
Shao et al. [49] | 2024 | NN | AC-Net | Fully | 3D | Private; LiTS | 0.90 DSC; 0.82 JC; 0.92 recall; 0.89 precision; 11.96 HD; 4.59 ASSD. |
Category | Description | Main Advantages | Main Limitations | Applicability |
---|---|---|---|---|
Threshold | Segments based on intensity thresholds | Simple, fast, easy to implement | Sensitivity to threshold selection, suffers from noise and artefacts | Commonly used in cases where clear intensity differences between the ROI and other regions exist |
Edge | Segments based on intensity transitions between regions | Accurate delineation of organ boundaries and structures | Sensitive to noise, difficulties with capturing complex structures | Suitable for images with clear organ boundaries and well-defined edges, but may struggle with low-contrast areas |
Region | Segments based on homogeneous regions within an image | Simple implementation, intuitive methodology | Sensitive to initialisation | Often used in cases where interpretability is a concern, but may struggle with fine details |
Semantic | Segments based on semantic meaning of pixels | Pixel-level segmentation, fine-grained structural detail | Complex to implement, resource-intensive, and computationally expensive | Suitable for segmenting anatomical structures with distinct features |
Cluster | Segments based on similar data patterns or clusters | Efficient grouping and identification of similar data patterns | Sensitivity to initialisation and noise, limited to specific data distributions | Useful for identifying patterns and groups within the data, but can struggle with irregular shapes |
NN | Learns models to segment images based on learned features | High accuracy, efficient learning from data | Requires large training datasets, computationally intensive | Suitable for different types of data due to its flexibility and adaptability |
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Niño, S.B.; Bernardino, J.; Domingues, I. Algorithms for Liver Segmentation in Computed Tomography Scans: A Historical Perspective. Sensors 2024, 24, 1752. https://doi.org/10.3390/s24061752
Niño SB, Bernardino J, Domingues I. Algorithms for Liver Segmentation in Computed Tomography Scans: A Historical Perspective. Sensors. 2024; 24(6):1752. https://doi.org/10.3390/s24061752
Chicago/Turabian StyleNiño, Stephanie Batista, Jorge Bernardino, and Inês Domingues. 2024. "Algorithms for Liver Segmentation in Computed Tomography Scans: A Historical Perspective" Sensors 24, no. 6: 1752. https://doi.org/10.3390/s24061752
APA StyleNiño, S. B., Bernardino, J., & Domingues, I. (2024). Algorithms for Liver Segmentation in Computed Tomography Scans: A Historical Perspective. Sensors, 24(6), 1752. https://doi.org/10.3390/s24061752