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Dive into the research topics where Hubert Labelle is active.

Publication


Featured researches published by Hubert Labelle.


Journal of Biomechanical Engineering-transactions of The Asme | 2002

Genetic Algorithm–Neural Network Estimation of Cobb Angle from Torso Asymmetry in Scoliosis

Jacob L. Jaremko; Philippe Poncet; Janet L. Ronsky; James Harder; J. Dansereau; Hubert Labelle; Ronald F. Zernicke

Scoliosis severity, measured by the Cobb angle, was estimated by artificial neural network from indices of torso surface asymmetry using a genetic algorithm to select the optimal set of input torso indices. Estimates of the Cobb angle were accurate within 5 degrees in two-thirds, and within 10 degrees in six-sevenths, of a test set of 115 scans of 48 scoliosis patients, showing promise for future longitudinal studies to detect scoliosis progression without use of X-rays.


international symposium on biomedical imaging | 2012

Simulation of the postoperative trunk appearance in scoliosis surgery

Olivier Dionne; Kondo Claude Assi; Sébastien Grenier; Hubert Labelle; François Guibault; Farida Cheriet

Persistence of external trunk asymmetry after scoliosis surgical treatment is frequent and difficult to predict by clinicians. This is a significant problem considering that correction of the apparent deformity is a major factor of satisfaction for the patients. A simulation of the correction on the external appearance would allow the clinician to illustrate to the patient the potential result of the surgery and would help in deciding on a surgical strategy that could most improve his/her appearance. We describe a method to predict the scoliotic trunk shape after a spine surgical intervention. The capability of our method was evaluated using real data of scoliotic patients. Results of the qualitative evaluation were very promising and a quantitative evaluation based on the comparison of the simulated and the actual postoperative trunk surface showed an adequate accuracy for clinical assessment. The required short simulation time also makes our approach an eligible candidate for a clinical environment demanding interactive simulations.


information sciences, signal processing and their applications | 2012

Analysis of scoliosis trunk deformities using ICA

Mathias M. Adankon; J. Dansereau; Hubert Labelle; Farida Cheriet

This paper describes a method for analyzing scoliosis trunk deformities using Independent Component Analysis (ICA). Our hypothesis is that ICA can capture the scoliosis deformities visible on the trunk. Unlike Principal Component Analysis (PCA), ICA gives local shape variation and assumes that the data distribution is not normal. 3D torso images of 56 subjects including 28 patients with adolescent idiopathic scoliosis and 28 healthy subjects are analyzed using ICA. First, we remark that the independent components capture the local scoliosis deformities as the shoulder variation, the scapula asymmetry and the waist deformation. Second, we note that the different scoliosis curve types are characterized by different combinations of specific independent components.


Medical Imaging 2005: Visualization, Image-Guided Procedures, and Display | 2005

Robust prediction of three-dimensional spinal curve from back surface for non-invasive follow-up of scoliosis

Charles Bergeron; Hubert Labelle; Janet L. Ronsky; Ronald F. Zernicke

Spinal curvature progression in scoliosis patients is monitored from X-rays, and this serial exposure to harmful radiation increases the incidence of developing cancer. With the aim of reducing the invasiveness of follow-up, this study seeks to relate the three-dimensional external surface to the internal geometry, having assumed that that the physiological links between these are sufficiently regular across patients. A database was used of 194 quasi-simultaneous acquisitions of two X-rays and a 3D laser scan of the entire trunk. Data was processed to sets of datapoints representing the trunk surface and spinal curve. Functional data analyses were performed using generalized Fourier series using a Haar basis and functional minimum noise fractions. The resulting coefficients became inputs and outputs, respectively, to an array of support vector regression (SVR) machines. SVR parameters were set based on theoretical results, and cross-validation increased confidence in the systems performance. Predicted lateral and frontal views of the spinal curve from the back surface demonstrated average L2-errors of 6.13 and 4.38 millimetres, respectively, across the test set; these compared favourably with measurement error in data. This constitutes a first robust prediction of the 3D spinal curve from external data using learning techniques.


Clinical Biomechanics | 2007

Simulation of progressive spinal deformities in Duchenne muscular dystrophy using a biomechanical model integrating muscles and vertebral growth modulation

A.M. Huynh; Carl-Eric Aubin; P.A. Mathieu; Hubert Labelle


27th Annual congress of the graduate and postgraduate students of the Research Center of the Sainte-Justine University Hospital | 2012

New intraoperative simulator of navigated surgeries of the scoliotic spine: first results

Olivier Cartiaux; Carl-Eric Aubin; Marina D'Ercole; Hubert Labelle; Farida Cheriet


41st Annual meeting of the Société de Scoliose du Québec | 2011

Intraoperative simulator for navigated surgeries of the scoliotic spine: preliminary prototyping results

Olivier Cartiaux; Carl-Eric Aubin; Hubert Labelle; Farida Cheriet


26th Annual congress of the graduate and postgraduate students of the Research Center of the Sainte-Justine University Hospital | 2011

Development of the next-generation assistance technology for spinal surgery

Olivier Cartiaux; Hubert Labelle; Farida Cheriet; Carl-Eric Aubin


Orthopaedic Proceedings | 2008

PREDICTION OF SCOLIOSIS PROGRESSION IN TIME SERIES USING ARTIFICIAL INTELLIGENCE TECHNIQUES

Hongfa Wu; Philippe Poncet; James Harder; Farida Cheriet; Hubert Labelle; Ronald F. Zernicke; Janet L. Ronsky


Archive | 2007

Évaluation e et optimisation orthopédique scoliose idiopathique

Carl-Eric Aubin; Hubert Labelle; Farida Cheriet; Isabelle Villemure; Pierre Mathieu; J. Dansereau

Collaboration


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Farida Cheriet

École Polytechnique de Montréal

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Carl-Eric Aubin

École Polytechnique de Montréal

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J. Dansereau

École Polytechnique de Montréal

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Olivier Cartiaux

Université catholique de Louvain

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James Harder

Alberta Children's Hospital

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A.M. Huynh

École Polytechnique de Montréal

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