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Dive into the research topics where Ivan Cruz-Aceves is active.

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Featured researches published by Ivan Cruz-Aceves.


Applied Soft Computing | 2016

On the performance of nature inspired algorithms for the automatic segmentation of coronary arteries using Gaussian matched filters

Ivan Cruz-Aceves; Arturo Hernández-Aguirre; S. Ivvan Valdez

Graphical abstractDisplay Omitted HighlightsNature inspired algorithms are used for the optimal parameter selection of Gaussian filters.Comparative analysis shows that differential evolution is efficient to work with GMF.The proposed GMF-DE method achieved a detection rate of 0.9402 on a training set.GMF-DE achieved a coronary artery segmentation rate of 0.9134 on a test set.The proposal reports the highest performance compared with state-of-the-art methods. This paper presents a comparative analysis of four nature inspired algorithms to improve the training stage of a segmentation strategy based on Gaussian matched filters (GMF) for X-ray coronary angiograms. The statistical results reveal that the method of differential evolution (DE) outperforms the considered algorithms in terms of convergence to the optimal solution. From the potential solutions acquired by DE, the area (Az) under the receiver operating characteristic curve is used as fitness function to establish the best GMF parameters. The GMF-DE method demonstrated high accuracy with Az=0.9402 with a training set of 40 angiograms. Moreover, to evaluate the performance of the coronary artery segmentation method compared to the ground-truth vessels hand-labeled by a specialist, measures of sensitivity, specificity and accuracy have been adopted. According to the experimental results, GMF-DE has obtained high coronary artery segmentation rate compared with six state-of-the-art methods provided an average accuracy of 0.9134 with a test set of 40 angiograms. Additionally, the experimental results in terms of segmentation accuracy, have also shown that the GMF-DE can be highly suitable for clinical decision support in cardiology.


Computational and Mathematical Methods in Medicine | 2013

Multiple Active Contours Driven by Particle Swarm Optimization for Cardiac Medical Image Segmentation

Ivan Cruz-Aceves; Juan Gabriel Aviña-Cervantes; Juan Manuel Lopez-Hernandez; Sheila Esmeralda Gonzalez-Reyna

This paper presents a novel image segmentation method based on multiple active contours driven by particle swarm optimization (MACPSO). The proposed method uses particle swarm optimization over a polar coordinate system to increase the energy-minimizing capability with respect to the traditional active contour model. In the first stage, to evaluate the robustness of the proposed method, a set of synthetic images containing objects with several concavities and Gaussian noise is presented. Subsequently, MACPSO is used to segment the human heart and the human left ventricle from datasets of sequential computed tomography and magnetic resonance images, respectively. Finally, to assess the performance of the medical image segmentations with respect to regions outlined by experts and by the graph cut method objectively and quantifiably, a set of distance and similarity metrics has been adopted. The experimental results demonstrate that MACPSO outperforms the traditional active contour model in terms of segmentation accuracy and stability.


Mathematical Problems in Engineering | 2013

Eigen-Gradients for Traffic Sign Recognition

Sheila Esmeralda Gonzalez-Reyna; Juan Gabriel Aviña-Cervantes; Sergio Ledesma-Orozco; Ivan Cruz-Aceves

Traffic sign detection and recognition systems include a variety of applications like autonomous driving, road sign inventory, and driver support systems. Machine learning algorithms provide useful tools for traffic sign identification tasks. However, classification algorithms depend on the preprocessing stage to obtain high accuracy rates. This paper proposes a road sign characterization method based on oriented gradient maps and the Karhunen-Loeve transform in order to improve classification performance. Dimensionality reduction may be important for portable applications on resource constrained devices like FPGAs; therefore, our approach focuses on achieving a good classification accuracy by using a reduced amount of attributes compared to some state-of-the-art methods. The proposed method was tested using German Traffic Sign Recognition Benchmark, reaching a dimensionality reduction of 99.3% and a classification accuracy of 95.9% with a Multi-Layer Perceptron.


Computers & Electrical Engineering | 2016

A novel Gaussian matched filter based on entropy minimization for automatic segmentation of coronary angiograms

Ivan Cruz-Aceves; Fernando Cervantes-Sanchez; Arturo Hernández-Aguirre; Ricardo Pérez-Rodríguez; Alberto Ochoa-Zezzatti

A new method for automatic segmentation of coronary arteries in X-ray angiograms is proposed.The proposed entropy minimization function obtains 0:97 of similarity with respect to the optimal Az value with the whole set of angiograms.The proposed Gaussian matched filter demonstrated high detection performance with Az = 0:945 with a test set of 45 angiograms.The proposed vessel segmentation method provided the highest accuracy (0:961) with the test set of angiograms. Display Omitted This paper presents a new method for automatic detection and segmentation of coronary arteries in X-ray angiograms. In the vessel detection stage, a novel Gaussian matched filter (GMF) based on an entropy minimization fitness function is used to detect blood vessels in angiographic images. The detection results of the proposed Gaussian matched filter are compared with those obtained by five state-of-the-art GMF-based methods using the area (Az) under the receiver operating characteristic (ROC) curve. In the second stage, the inter-class variance thresholding method has proven to be the most efficient compared with six different methods in order to classify vessel and non vessel pixels from the Gaussian filter response using the accuracy measure and the ground-truth angiograms drawn by a specialist. Finally, the proposed method is compared with eight state-of-the-art vessel segmentation methods. Due to the high rating of similarity (0.97) between the highest Az value and the Az value acquired by the fitness function over the whole dataset of angiograms, the result of vessel detection using the proposed GMF demonstrated high performance achieving A z = 0.945 with a test set of 45 angiograms. In addition, the results of vessel segmentation with the inter-class variance thresholding method provided an accuracy of 0.961 with the test set of angiograms.


Computational and Mathematical Methods in Medicine | 2013

Multiple Active Contours Guided by Differential Evolution for Medical Image Segmentation

Ivan Cruz-Aceves; Juan Gabriel Aviña-Cervantes; Juan Manuel Lopez-Hernandez; Horacio Rostro-Gonzalez; Carlos H. Garcia-Capulin; Miguel Torres-Cisneros; Rafael Guzman-Cabrera

This paper presents a new image segmentation method based on multiple active contours guided by differential evolution, called MACDE. The segmentation method uses differential evolution over a polar coordinate system to increase the exploration and exploitation capabilities regarding the classical active contour model. To evaluate the performance of the proposed method, a set of synthetic images with complex objects, Gaussian noise, and deep concavities is introduced. Subsequently, MACDE is applied on datasets of sequential computed tomography and magnetic resonance images which contain the human heart and the human left ventricle, respectively. Finally, to obtain a quantitative and qualitative evaluation of the medical image segmentations compared to regions outlined by experts, a set of distance and similarity metrics has been adopted. According to the experimental results, MACDE outperforms the classical active contour model and the interactive Tseng method in terms of efficiency and robustness for obtaining the optimal control points and attains a high accuracy segmentation.


Sensors | 2016

Vascular Structure Identification in Intraoperative 3D Contrast-Enhanced Ultrasound Data

Elisee Ilunga-Mbuyamba; Juan Gabriel Aviña-Cervantes; Dirk Lindner; Ivan Cruz-Aceves; Felix Arlt; Claire Chalopin

In this paper, a method of vascular structure identification in intraoperative 3D Contrast-Enhanced Ultrasound (CEUS) data is presented. Ultrasound imaging is commonly used in brain tumor surgery to investigate in real time the current status of cerebral structures. The use of an ultrasound contrast agent enables to highlight tumor tissue, but also surrounding blood vessels. However, these structures can be used as landmarks to estimate and correct the brain shift. This work proposes an alternative method for extracting small vascular segments close to the tumor as landmark. The patient image dataset involved in brain tumor operations includes preoperative contrast T1MR (cT1MR) data and 3D intraoperative contrast enhanced ultrasound data acquired before (3D-iCEUSstart) and after (3D-iCEUSend) tumor resection. Based on rigid registration techniques, a preselected vascular segment in cT1MR is searched in 3D-iCEUSstart and 3D-iCEUSend data. The method was validated by using three similarity measures (Normalized Gradient Field, Normalized Mutual Information and Normalized Cross Correlation). Tests were performed on data obtained from ten patients overcoming a brain tumor operation and it succeeded in nine cases. Despite the small size of the vascular structures, the artifacts in the ultrasound images and the brain tissue deformations, blood vessels were successfully identified.


Computational Intelligence and Neuroscience | 2016

Segmentation of Coronary Angiograms Using Gabor Filters and Boltzmann Univariate Marginal Distribution Algorithm

Fernando Cervantes-Sanchez; Ivan Cruz-Aceves; Arturo Hernández-Aguirre; Juan Gabriel Aviña-Cervantes; Sergio Solorio-Meza; Manuel Ornelas-Rodriguez; Miguel Torres-Cisneros

This paper presents a novel method for improving the training step of the single-scale Gabor filters by using the Boltzmann univariate marginal distribution algorithm (BUMDA) in X-ray angiograms. Since the single-scale Gabor filters (SSG) are governed by three parameters, the optimal selection of the SSG parameters is highly desirable in order to maximize the detection performance of coronary arteries while reducing the computational time. To obtain the best set of parameters for the SSG, the area (A z) under the receiver operating characteristic curve is used as fitness function. Moreover, to classify vessel and nonvessel pixels from the Gabor filter response, the interclass variance thresholding method has been adopted. The experimental results using the proposed method obtained the highest detection rate with A z = 0.9502 over a training set of 40 images and A z = 0.9583 with a test set of 40 images. In addition, the experimental results of vessel segmentation provided an accuracy of 0.944 with the test set of angiograms.


Mathematical Problems in Engineering | 2013

Automatic Image Segmentation Using Active Contours with Univariate Marginal Distribution

Ivan Cruz-Aceves; Juan Gabriel Aviña-Cervantes; Juan Manuel Lopez-Hernandez; Ma. de Guadalupe García-Hernández; Miguel Torres-Cisneros; H. J. Estrada-Garcia; Arturo Hernández-Aguirre

This paper presents a novel automatic image segmentation method based on the theory of active contour models and estimation of distribution algorithms. The proposed method uses the univariate marginal distribution model to infer statistical dependencies between the control points on different active contours. These contours have been generated through an alignment process of reference shape priors, in order to increase the exploration and exploitation capabilities regarding different interactive segmentation techniques. This proposed method is applied in the segmentation of the hollow core in microscopic images of photonic crystal fibers and it is also used to segment the human heart and ventricular areas from datasets of computed tomography and magnetic resonance images, respectively. Moreover, to evaluate the performance of the medical image segmentations compared to regions outlined by experts, a set of similarity measures has been adopted. The experimental results suggest that the proposed image segmentation method outperforms the traditional active contour model and the interactive Tseng method in terms of segmentation accuracy and stability.


Computational and Mathematical Methods in Medicine | 2013

Unsupervised cardiac image segmentation via multiswarm active contours with a shape prior.

Ivan Cruz-Aceves; Juan Gabriel Aviña-Cervantes; Juan Manuel Lopez-Hernandez; Ma. de Guadalupe García-Hernández; Mario Alberto Ibarra-Manzano

This paper presents a new unsupervised image segmentation method based on particle swarm optimization and scaled active contours with shape prior. The proposed method uses particle swarm optimization over a polar coordinate system to perform the segmentation task, increasing the searching capability on medical images with respect to different interactive segmentation techniques. This method is used to segment the human heart and ventricular areas from datasets of computed tomography and magnetic resonance images, where the shape prior is acquired by cardiologists, and it is utilized as the initial active contour. Moreover, to assess the performance of the cardiac medical image segmentations obtained by the proposed method and by the interactive techniques regarding the regions delineated by experts, a set of validation metrics has been adopted. The experimental results are promising and suggest that the proposed method is capable of segmenting human heart and ventricular areas accurately, which can significantly help cardiologists in clinical decision support.


Computational and Mathematical Methods in Medicine | 2017

Fast Parabola Detection Using Estimation of Distribution Algorithms

Jose de Jesus Guerrero-Turrubiates; Ivan Cruz-Aceves; Sergio Ledesma; Juan M. Sierra-Hernandez; Jonas Velasco; Juan Gabriel Aviña-Cervantes; Maria Susana Avila-Garcia; Horacio Rostro-Gonzalez; R. Rojas-Laguna

This paper presents a new method based on Estimation of Distribution Algorithms (EDAs) to detect parabolic shapes in synthetic and medical images. The method computes a virtual parabola using three random boundary pixels to calculate the constant values of the generic parabola equation. The resulting parabola is evaluated by matching it with the parabolic shape in the input image by using the Hadamard product as fitness function. This proposed method is evaluated in terms of computational time and compared with two implementations of the generalized Hough transform and RANSAC method for parabola detection. Experimental results show that the proposed method outperforms the comparative methods in terms of execution time about 93.61% on synthetic images and 89% on retinal fundus and human plantar arch images. In addition, experimental results have also shown that the proposed method can be highly suitable for different medical applications.

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Arturo Hernández-Aguirre

Centro de Investigación en Matemáticas

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Fernando Cervantes-Sanchez

Centro de Investigación en Matemáticas

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