46 research outputs found

    The cell-graphs of cancer

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    We report a novel, proof-of-concept, computational method that models a type of brain cancer (glioma) only by using the topological properties of its cells in the tissue image. From low-magni cation (80X) tissue images of 384x384 pixels, we construct the graphs of the cells based on the locations of the cells within the images. We generate such cell-graphs of 1,000-3,000 cells (nodes) with 2,000-10,000 links, each of which is calculated as a decaying exponential function of the Euclidean distance between every pair of cells in accordance with the Waxman model. At the cellular level, we compute the graph metrics of the cell-graphs including the degree, clustering coef cient, eccentricity, and closeness for each cell. Working with a total of 285 tissue samples surgically removed from 12 different patients, we demonstrate that the self-organizing clusters of cancerous cells exhibit distinctive graph metrics that distinguish them from the healthy cells and the unhealthy in amed cells at the cellular level with an accuracy of at least 85%. At the tissue level, we accomplish correct tissue classi cations of cancerous, healthy, and nonneoplastic in amed tissue samples with an accuracy of 100% by requiring correct classi cation for the majority of the cells within the tissue sample

    Augmented cell-graphs for automated cancer diagnosis

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    This work reports a novel computational method based on Augmented Cell Graphs (ACG), which are constructed from lowmagnification tissue images for the mathematical diagnosis of brain cancer (malignant glioma). An ACG is a simple, undirected, weighted, and complete graph in which a node represents a cell cluster and an edge between a pair of nodes defines a binary relationship between them. Both the nodes and the edges of an ACG are assigned weights to capture more information about the topology of the tissue. In this work, the experiments are conducted on a data set that comprised of 646 human brain biopsy samples from 60 different patients. It is shown that the ACG approach yields sensitivity of 97.53% and specificities of 93.33 % and 98.15 % (for the inflamed and healthy, respectively) at the tissue level in glioma diagnosis

    Learning the Topological Properties of Brain Tumors

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    Different types of feature representation have been investigated to represent the histopathological images for the purpose of cancer diagnosis. In this work, we demonstrate that cell-graphs provide effective representations as they encode the pairwise relation between every cell by statistically assigning a link between them. Working with photomicrographs of 646 archival brain biopsy samples from 60 patients, we show that without this pairwise relation, neither the spatial distribution of the cells nor the texture analysis of the images yields as accurate results as in the case of the cell graphs to distinguish cancerous tissues from non-cancerous tissues with similar cellular density levels. We use the global graph metrics that are defined on the entire cell-graph as a feature set of a multilayer perceptron for the tissue level diagnosis of a brain cancer called malignant glioma. In our experiments, we correctly classify the cancerous and healthy brain tissue samples that have significantly different cellular density levels with accuracy greater than 99 %. Furthermore, we accomplish distinguishing the cancerous tissues from non-neoplastic reactive/inflammatory conditions that may reveal an equally high cellular density; with an accuracy of at least 92 %
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