Abstract
Radiomics is an emerging area within clinical radiology research. It seeks to take full advantage of all the information contained in multiple medical imaging modalities. With a radiomics approach, medical images are not limited to providing only a qualitative assessment but can also provide quantitative data by parameterizing image features. These parameters can be used to identify regions and volumes of interest and discriminate normal healthy tissue from abnormal or diseased tissue. Radiomics is an interlinked sequence of processes of vital importance that begins with the acquisition and selection of medical images that involve standardization of acquisition protocols and inter-equipment normalization. This is followed by the identification and segmentation of regions or volumes of interest by expert radiologists through the use of computational tools that offer speed while reducing variability and bias. The segmentation process is the most critical stage in radiomics. This sometimes requires the incorporation of a pre-processing stage consisting of advanced techniques (reconstruction processes, filtering, etc.). Thereafter, representative characteristics of the region or volume of interest are extracted by approaches based on statistics, morphological features, and transform-based variables. Next, a statistical selection of the parameters that provide a high association and correlation with the clinical condition of interest is performed. Finally, processes such as data integration, standardization, classification, and mining processes can be applied as needed for particular applications. Ongoing research in radiomics aims to reduce the time and costs involved in interpreting medical images while simultaneously increasing the quality of diagnoses and monitoring of as well as the selection of treatment strategies. The results of many studies combining radiomics with standard medical techniques are highly encouraging, and these new approaches are increasingly used. This review article details the components of radiomics and discusses its applications, challenges, and future directions for this exciting new field of study.
Keywords: Medical Imaging, Radiomics, Segmentation, Tumors, Big Data
Introduction
Etymologically, radiomics comes from the union of the terms radio- (radiation or radiology) and -omics, a common suffix used to form nouns relating to the study of the totality of a field (e.g. genomics, proteomics, metabolomics, transcriptomics). Thus, radiomics is the field that studies a large number of features computationally extracted from radiological images in order to discover hidden features of certain region(s). Radiomics is one of the newest areas in the field of clinical research in radiology; however, its use in other areas such as agriculture, mining, industrial inspection, security, and image retrieval, dates many years prior to its adoption in the field of medicine [1].
There has been an exponential increase in the use of radiomics concepts within publications in clinical research in recent years, mainly in areas of radiology where a large number of medical images distributed across different modalities are generated. The exponential increase in the number of publications on this topic per year, as listed in Science Direct (www.sciencedirect.com), PubMed (www.ncbi.nlm.nih.gov/pubmed/), Science (www.science.gov ), and Nature (www.nature.com), is shown in Figure 1.
One of the first studies in radiomics was reported in 2007 by Segal and coworkers, who performed a retrospective study investigating gene expression in liver cancer by analyzing images [2]. This pioneering publication had several limitations, among them the small number of subjects enrolled and the nascent techniques used to perform certain processes (e.g. its use of manual rather than automated segmentation).
Following that trailblazing publication, many other studies have been carried out based on the principles of radiomics as they apply to different clinical conditions, various patient populations, and using divergent non-invasive medical imaging modalities [3]. These applications were based on multiple medical modalities that include Magnetic Resonance Imaging (MRI) [4], Computed Tomography (CT) [5], Ultrasound (US) [6], Nuclear Medicine Imaging such as Single-Photon Emission Computed Tomography (SPECT) [7], and Positron Emission Tomography (PET) [8].
The use of hybrid imaging (e.g. PET/CT) is quite common in modern medical practice, as practitioners seek complementary functional and anatomical information to facilitate more accurate diagnosis and treatment for each patient [9,10]. These modalities each create images with differing tissue contrast based on the organ being assessed and that organ’s properties and structure. In addition, specific particularities such as spatial resolution, signal to noise ratio, contrast-to-noise ratio, and reconstruction method, among others, are determinants relating to the quality of medical images acquired [11,12].
Images acquired by medical imaging provide precious details about the clinical condition of the patient. However, relevant information is often either not completely visualized or fully understood and appreciated by medical practitioners. Radiomics serves to bridge the gap between image acquisition and interpretation [3], and its wide applicability has gained numerous followers. At this time, workers in the field are primarily researchers who are using radiomics approaches to uncover relevant information hidden in medical images [13], in essence to data mine the images.
Numerous studies support the usefulness of radiomics in identifying and quantifying regions and volumes of interest associated with a variety of organs and pathologies [e.g.14-16]. This review article aims to address the characteristics, applications, and challenges of the emerging field of radiomics. In addition, its relationship with other technical approaches focused on its application to different organs, as well as future directions for the field, will be addressed.
Components and Methods in Radiomics
The workflow of radiomics is a series of consecutive but interconnected steps, involving (a) the acquisition and selection of medical images; (b) identification and segmentation of a Region Of Interest (ROI) and/or Volume Of Interest (VOI); (c) extraction of descriptive texture features from the ROIs or VOIs; (d) statistical selection of the parameter(s) that provide the highest association with the clinical condition assessed; and (e) data integration, standardization, classification, and mining processes (Figure 2). While this is the general methodology, the different forms of implementation and approach to each step pose unique opportunities and challenges.
Image acquisition
Contemporary medicine relies on a set of information acquired from multiple sources, including written medical records as well as images and video acquired from multiple devices. Conventional medical imaging methods are used daily in health centers, and the huge amounts of data they provide are one of the most important sources of clinical information. They offer comprehensive support during diagnosis, monitoring, and response-assessment in the routine management of many diseases. However, all medical imaging modalities have inherent advantages and disadvantages, are differentiated in their capacity to offer anatomical or physiological information, and have diverse acquisition protocols and reconstruction parameters, matrix size, noise and artifacts, etc.
Image acquisition is the first step in the radiomics process. Depending on the study scope and the properties of the organ or disease under investigation, a specific modality, multiparametric sequences within a modality, or combination of modalities, may be most appropriate [9,17,18].
For example, CT is the Standard-Of-Care (SoC) for radiation therapy planning. Through this modality, a precise visualization of the geometric positions of tumor and normal tissue in a patient is feasible [19]; however, CT has well-known limitations. CT offers poor soft-tissue contrast, which poses a real challenge when identifying a target-irradiated volume. Functional and multiparametric MRI, however, offers excellent soft-tissue contrast, a major advantage when locating a target volume; thus, MRI and CT are frequently used together for radiation therapy planning [20,21].
If necessary, complementary information from another type of medical modality can also be incorporated.
However, the data integration from different modalities, obtained with divergent medical devices and various acquisition protocols, is not simple. The lack of acquisition protocol standardization and inter-equipment normalization should be taken into consideration when choosing appropriate methods to analyze the data [22,23].
Contouring and segmentation
Before the application of the contouring and segmentation process, some clinical studies incorporate an additional element of pre-processing. Pre-processing consists of a set of state-of-the-art techniques that have the function of improving the data quality of images obtained in the acquisition stage, from which characteristic parameters will be extracted in later stages. Advanced reconstruction techniques [24,25] that are executed on raw data and specialized filters [26–28] are part of the pre-processing stage. It should be noted that the nature of the filters must be consistent with the type of characteristic noise present in each medical imaging modality.
The identification and contouring of one or multiple ROIs or VOIs, depending on the study, is a crucial stage that precedes the extraction of their representative characteristics [29]. Segmentation processes allow obtaining a bidimensional ROI if contouring is performed in a simple slice, or a VOI if whole slices are used [30,31]. In radiomics, this process has commonly been performed manually, relying on the expertise and abilities of a specialist; however, manual contouring is not optimal, because it has the potential to introduce variability and bias [32]. It remains a valid option when a study has a small number of patients and if the professional responsible for the process has significant experience, but when the number of patients is sizable, manual contouring is no longer feasible or cost effective, even when a highly qualified professional performs the process. Semi-automatic or automatic segmentation methods are more appropriate for large cohorts and have the advantage of reducing variability and bias [33].
Semi-automatic segmentation is an agile and reliable process that combines the advantages of automated and manual segmentation. In this form of computer-assisted segmentation, automatic contouring using an algorithm such as Thresholding [34], Snakes [35,36], Level Set [37], Fuzzy Connectedness [38–40], Clustering [41], or Region Growing [42], is followed by minor manual corrections applied by an experienced professional.
Each of these methods has certain advantages and disadvantages, and the choice between them is mainly motivated by the application. Several of these techniques have proven to be robust and efficient in the segmentation of multiple medical images (distinct and/or combined modalities), especially when the images have non-uniform intensities [40,43]. Table 1 offers brief comparisons of the most important advantages and disadvantages of some popular and useful semi-automatic segmentation algorithms.
Table 1:
Method | Ref. | Advantages | Disadvantages |
---|---|---|---|
Thresholding | 34 | Simplest and faster segmentation approach. Useful to discriminate foreground from the background. | Accurate results are not obtained when there is no significant gray scale difference within the image. Sensitive to noise. |
Snakes | 35, 36 | Simple to understand and easy to implement. Works well for images with good contrast between regions. | Less robust to noise than other methods. Not suitable for images whose limits are very smooth. |
Level Set | 37 | Intrinsic, versatile and parameter-free. Works well on images with topological changes and curvature dependence. | Not works properly with complex topology images (poor topological adaptation). Requires heuristic splitting mechanisms and control point regridding mechanisms. |
Fuzzy Connectedness | 38-40 | Easy to implement based on mathematical concepts. Fast, robust and works well in 3D segmentation. Requires only a seed to work. Nonlinear functions of arbitrary complexity can also be modeled. | Determination of fuzzy membership is not easy. Automatic calculation of the membership (dynamic weights) could cause excessive computational cost, time and/or memory. |
Clustering | 41 | Eliminates noisy spots. Reduces false blobs. Allows definition of more homogeneous regions. | Computationally expensive. Senstive to normalization or standardization processes. Very sensitive to outliers. |
Region Growing | 42 | Simple concept. Requires only a few seed points to work. Able to identify the connected regions with the same characteristics. Provides good limit information of the image as well. | Computational cost is considerable. Over-division and voids are caused when the image shows gray scale irregularity and excessive noise. |
Feature extraction
Automated extraction of a large number of quantitative features is possible through the application of different data characterization algorithms to medical images [44]. In general, this approach allows the quantification of morphological properties (shapes), locations, fractal dimensions and texture properties from specific ROIs or VOIs, which are then used for a variety of classification tasks, such as distinguishing normal from abnormal tissue (i.e. tumors).
The parameters used in radiomics applications are grouped into categories based on their statistical [45,46], morphological [47], and transform-based [48] features. Statistical features that describe the properties of an image within the spatial distribution of its gray levels through a variety of statistical parameters (Table 2). Normalization and standardization methods can be optionally used before the extraction of statistical features from images [49,50]. Several studies have described approaches to extract distinct first-order, second-order, and higher-order statistics from images; some methods are outlined in Figure 3, and the parameters involved in each can be seen in Table 2.
Table 2:
Statistic approach | Ref. | Matrix Name | Parameters |
---|---|---|---|
First-order | 51, 52 | None | mean, variance, standard deviation, skewness, kurtosis, energy, entropy, uniformity, coarseness, directionality, contrast, percentiles (1-%, 10-%, 50-%, 90-%, and 99-%), absolute gradient |
Second-order | 53-55 | Gray-level co-occurrence (GLCM) | autocorrelation, contrast or inertia, correlation, cluster prominence, cluster shade, cluster tendency, dissimilarity, angular second moment (energy or uniformity), entropy, inverse difference moment or homogeneity, inverse variance, maximum probability, sum of squares or variance, sum average, sum variance, sum entropy, difference variance, difference entropy, information measures of correlation, inverse difference-normalized, inverse difference moment-normalized |
Higher-order | 56-58 | Gray-level run length (GLRLM) | short run emphasis, long run emphasis, gray-level non-uniformity, run length non-uniformity, run percentage, low gray-level run emphasis, high gray-level run emphasis, short run low gray-level emphasis, short run high gray-level emphasis, long run low gray level emphasis, long run high gray level emphasis, gray-level variance, run-length variance |
59 | Gray-level size zone (GLSZM) | nonuniformity, intensity nonuniformity normalized, size zone nonuniformity normalized, zone percentage, low intensity emphasis, high intensity emphasis, low intensity small area emphasis, high intensity small area emphasis, low intensity large area emphasis, high intensity large area emphasis, intensity variance, size zone variance, zone entropy | |
60 | Gray-level distance zone (GLDZM) | distance zone nonuniformity, intensity nonuniformity normalized, distance zone nonuniformity normalized, zone percentage, low intensity emphasis, high intensity emphasis, low intensity small distance emphasis, high intensity small distance emphasis, low intensity large distance emphasis, high intensity large distance emphasis, intensity variance, distance zone variance, distance zone entropy | |
51 | Neighborhood gray tone distance (NGTDM) | coarseness, contrast, busyness, complexity, strength | |
61 | Neighboring gray level dependence (NGLDM) | nonuniformity, dependence nonuniformity, gray-level nonuniformity normalized, dependence nonuniformity normalized, low gray-level emphasis, high gray-level emphasis, low gray-level small dependence emphasis, high gray-level small dependence emphasis, low gray-level large dependence emphasis, high gray-level large dependence emphasis, gray-level variance, dependence variance, dependence entropy, second moment |
First-order statistics are the simplest way of extracting statistical characteristics directly from the histogram of the medical image [51,52]. The main advantage of this approach is simplicity; it relies on the use of standard descriptors to characterize the data. However, first-order statistics limits robustness in discriminating unique textures in certain applications, as this method does not consider the spatial relationship, interaction, and correlation of neighboring pixel values.
In addition to the features analyzed by first-order statistics, second-order statistics calculates the particular relationship (probability) between two pixels that have similar gray levels [53–55]. The results of these operations are incorporated into a correspondence matrix, the Gray-Level Co-Occurrence Matrix (GLCM).This matrix is calculated for different distances and orientations.
Finally, higher-order statistics is based on a matrix such as the Gray-Level Run Length Matrix (GLRLM) that contains information about the number of runs with pixels of defined grey levels and run lengths in an image [56–58]. This matrix is calculated for different run orientations. An analogous approach is the Gray Level Size Zone Matrix (GLSZM) which quantifies regions of contiguous pixels in the image in a manner similar to GLRLM, except these regions are quantified along the abscissa as size zones rather than run lengths [59]. A size zone is generally defined as a collection of 9-connected pixels (2D) or 26-connected voxels (3D) of the same gray level. There are alternative methods to generate complementary matrices with their own parameters that belong to higher-order statistics: the Gray-Level Distance Zone Matrix (GLDZM) [60], Neighborhood Gray-Tone Difference Matrix (NGTDM) [51], and Neighboring Gray-Level Dependence Matrix (NGLDM) [61].
Morphological features are independent of the gray-level intensity distribution in an image [47,62,63]. Thus, morphological features are calculated directly from the segmented medical image. The main parameters of this group are the size and shape of the ROIs or VOIs. The morphological parameters are volume, surface area and surface area to volume ratio, sphericity, compactness, spherical disproportion, maximum 3D diameter, maximum 2D diameter (slice), maximum 2D diameter (column), maximum 2D diameter (row), major axis, minor axis, least axis, elongation, and flatness.
Transform-based features are calculated using approaches such as Fourier, Gabor and Wavelet transforms [48]. Since an image is constituted by intensity values in the spatial domain, in order to emphasize certain characteristics of the original image a transformation can be made to the frequency domain without losing any information. Fourier [64] and Gabor [65] transforms allow the simultaneous treatment of the spatial and frequency information of the image. Wavelet transforms allow a more detailed analysis of the image components, because it performs a filtering process of the noise contained in the images allowing a better appreciation of certain details [66].
Model-based features, such as fractal models, can be calculated using mathematical approaches [13]. Fractal analysis allows the quantification of self-symmetry through the assessment of repetitive patterns at different scales [48].
Feature reduction and selection
The reduction and selection of the representative parameters are the result of a statistical estimation process based on calculated radiomics parameters [67]. Binomial families, logit links, logistic and linear regression models are often used to reduce and select the radiomics parameters that provide the highest association for distinguishing selected ROIs or VOIs while shrinking irrelevant parameters [68]. Fisher scoring [69], Principal Components Analysis (PCA) [70], and Linear Discriminant Analysis (LDA) [71] are the standard operating procedures for variable selection from groups of variables in linear regression models. Another selection operator used for this purpose is the Least Absolute Shrinkage and Selection Operator (LASSO) with binomial families and logit links, which allows construction of a model specifically tailored to classify diverse ROIs or VOIs [72]. The LASSO procedure is typically performed in R using the glmnet package, while all other statistical procedures are executed using Stata software [73].
Each of these procedures for the reduction and selection of discriminant parameters has attendant advantages and disadvantages (Table 3). Some of these statistical tools are appropriate for certain situations where other methods may be inadequate, obtaining practical decisions, efficient control strategies and easy interpretation of the results. Many disadvantages of the procedures for reduction and selection of parameters can be overcome by using hybrid models (e.g. PCA+LASSO), making the reduction and selection processes more efficient and yielding more accurate results [74].
Table 3:
Procedure | Ref. | Advantages | Disadvantages |
---|---|---|---|
Fisher scoring | 69 | Rapid and guaranteed convergence. Easy to interpret. Generates standard errors of all parameters estimates. | Computations become intensive in complex models. Difficult to determine the expected value of the Hessian matrix associated with the difficulty of identifying the appropriate sampling distribution. |
Principal Component Analysis (PCA) | 70 | Unsupervised and simple technique. Nonparametric. Not computation-intensive. Does not require large amounts of data. | It is necessary to normalize the data before applying PCA to mitigate scale effects. Difficult to evaluate the covariance matrix accurately. |
Linear Discriminant Analysis (LDA) | 71 | Easy and intuitive to use and understand. Maximizes the separation between classes while minimizing dispersion within the class. | Only models relationships between linear dependent and independent variables. Very sensitive to the anomalies in the data. |
Least Absolute Shrinkage and Selection Operator (LASSO) | 72 | Reduces and selects variables simultaneously for better prediction and model interpretation. | Tends to select more covariates than expected, promoting a conflict between the correct selection and the optimal prediction. |
Data Integration, Classification, and the Data Mining Process
The data integration, classification, and mining process make use of the parameters that have been determined to best represent the object of study (e.g. tumor). These valuable data can be analyzed in a variety of ways and for different purposes. Figure 4 shows an example of this process.
Recently, a group of computational techniques intended to perform decision-making and related tasks in a manner similar to human intelligence, have become important in many areas of research and development [75]. Medical imaging research has not been an exception, and advanced algorithms have been applied to automatically classify imaged tissue as healthy or abnormal [76].
Well-known techniques such as clustering [77], decision tree [78], deep learning [79], machine learning [80], and data mining [81], among others, are ideal for radiomics assessment. There is no one perfect combination of techniques, since the use of each of these approaches is related to the details of the application [82]. All these techniques are in constant and committed expansion, contributing with their advantages, strengths, and robustness not only in processes of detection and discrimination of particular tissues [78,80] but also in procedures of automatic segmentation [79], as well as other procedures that affect medical applications. The growth of these high-level automated approaches has allowed precision medicine to also be highly personalized medicine.
Discussion and Summary
New advances in scanners, better reconstruction methods, and filtering algorithms, among other advances, have improved the quality and resolution of medical images. Thus, functional and anatomical information from medical imaging modalities offer specialists clear advantages in making the correct clinical diagnosis in patients with complicated pathologies.
Although the human visual system is quite efficient, it has clear limitations. When a person executes an image assessment, the human eye can discriminate only a dozen different intensities [83]. Thus, there are certain limits and a level of information loss for even the most qualified professional. These limitations play a role against when a qualitative diagnosis is performed by directly observing the medical image, as well as when a manual contouring process is executed. It has been established that the contouring process is the most critical and relevant component for the success of a radiomics approach; contouring and segmentation form the basis for all analysis of radiomics parameters [29]. Some studies show that 3D radiomics features have higher performance than 2D [84,85]; this is due to the higher information density. The process of extracting radiomics features is not limited to the information contained in the ROI (a single slice) but includes information contained in the entire VOI (a set of slices) [86].
Radiomics features, computer-extracted textures, offer a novel approach to medical image analysis. They have played an important role in several medical applications, offering important support in the organization, diagnosis, and characterization of lesions and a variety of tumor types [13,82]. A number of studies focused on different diseases associated with important organs have been published in prestigious radiology and oncology journals. Several studies using radiomics approach have examined organs including the liver [2,87,88], brain [89–91], breast [92–94], heart [48], lung [95–98], kidney [99,100], rectum [101,102], and prostate [103–106].
Radiomics uses several well-known concepts and approaches including analysis of statistical, morphological, and transform-based features. Several hundred parameters can be extracted from each ROI or VOI in a few seconds using these methods. The application of advanced algorithms of identification, selection, and reduction of the representative radiomics features that provide the highest association for distinguishing selected ROIs or VOIs while shrinking irrelevant parameters is essential. Individual approaches can work well, and the use of combined or hybrid models is increasingly common.
The diversity of image types, acquisition procedures, and methods of reconstruction, among other protocols, are just a few examples of the substantial number of details with which each research group in radiomics must contend. This suggests standardization should be sought in order that the investigations may be oriented towards a common horizon. A proposed solution to this problem is the generation of common databases with free access, with different modalities of medical images and organs of interest [44]. Data validation and standardization will allow research laboratories to compare their proposals and results, enabling radiomics to realize its true potential as a support system for clinical diagnosis and treatment.
Conclusion and Future Outlook
Radiomics is a relatively new discipline, currently in the midst of simultaneous expansion and standardization. This process will require a series of new studies to give radiomics technical and clinical validation.
The strength, versatility, and applicability of radiomics as an approach to the extraction and representation of medical ROI or VOI through selected parameters has been amply demonstrated in the clinical and academic fields. Radiomics is a non-invasive diagnostic tool used to complement existing methods of evaluating the characteristics and behavior of the disease. In addition, this valuable tool can help improve the diagnosis, surveillance and/or prognosis of multiple diseases.
In the future, achieving further consensus from the research community is expected to plan and develop protocols to achieve standardization and characterization for all medical imaging modalities, scanner manufacture, image acquisition procedures, reconstruction, pre-processing, contouring, robust extraction of informative features, feature analysis and classification, and data mining.
Acknowledgments
The preparation of this review article was supported by the Department of Radiology at The University of Mississippi Medical Center.
Funding
The present studies were funded by a UMMC Intramural Grant (to CMH and PPC) and partially funded by NIH Grant CA138510–01 (to PPC). Candace M Howard is partially supported by the National Institute of General Medical Sciences of the National Institutes of Health under Award Number 5U54GM115428. The content is solely the responsibility of the authors and does not necessarily represent the official views of the National Institutes of Health All authors have read the journal’s policy on disclosure of potential conflict of interest and all the authors declare that they have no any financial or personal relationship with organizations that could potentially be perceived as influencing the described research.
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