Hassan, M. O., Saucier, A., Yacout, S., & Soumis, F. (2021). A mixed integer linear programming model for multi-sector planning using speed and heading changes. Computers & Operations Research, 128, 19 pages.
Directory of Experts
Saucier, Antoine
Directory of Experts
Saucier, Antoine
Directory of Experts
Publications by date
Journal article (21)
Conference paper (6)
Book
Book chapter (1)
Patent
Report (4)
Thesis
Dataset (1)
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Antoine Saucier (33)
- 2021 (1)
Journal article
- 2020 (2)
Journal article Chapuis, R. P., & Saucier, A. (2020). Assessing internal erosion with the modal decomposition method for grain size distribution curves. ACTA Geotechnica, 15(6), 1595-1605.Dataset Hassan, M. O., Saucier, A., Yacout, S., & Soumis, F. (2020). Randomly generated problems for the complexity resolution problem in a multi sector planning context [Dataset].
- 2017 (3)
Journal article Saucier, A., Maazoun, W., & Soumis, F. (2017). Optimal speed-profile determination for aircraft trajectories. Aerospace Science and Technology, 67, 327-342.Report Keutchayan, J., Gendreau, M., & Saucier, A. (2017). Quality evaluation of scenario-tree generation methods for solving stochastic programming problem. (Technical Report n° CIRRELT-2017-17).Journal article Keutchayan, J., Gendreau, M., & Saucier, A. (2017). Quality evaluation of scenario-tree generation methods for solving stochastic programming problems. Computational Management Science, 14(3), 333-365.
- 2016 (1)
Report Keutchayan, J., Gendreau, M., & Saucier, A. (2016). Quality Evaluation of Scenario-Tree Generation Methods for Solving High-Dimensional Stochastic Programs. (Technical Report n° CIRRELT-2016-46).
- 2015 (1)
Journal article Rezaee, H., Marcotte, D., Tahmasebi, P., & Saucier, A. (2015). Multiple-point geostatistical simulation using enriched pattern databases. Stochastic Environmental Research and Risk Assessment, 29(3), 893-913.
- 2014 (2)
Journal article Faucher, C., Saucier, A., & Marcotte, D. (2014). Corrective pattern-matching simulation with controlled local-mean histogram. Stochastic Environmental Research and Risk Assessment, 28(8), 2027-2050.Journal article Chapuis, R. P., Dallaire, V., & Saucier, A. (2014). Getting information from modal decomposition of grain size distribution curves. Geotechnical Testing Journal, 37(2), 282-295.
- 2013 (2)
Journal article Chapuis, R. P., & Saucier, A. (2013). A Leaky Aquifer Below Champlain Sea Clay: Closed-Form Solutions for Natural Seepage. Ground Water, 51(6), 960-967.Journal article Faucher, C., Saucier, A., & Marcotte, D. (2013). A new patchwork simulation method with control of the local-mean histogram. Stochastic Environmental Research and Risk Assessment, 27(1), 253-273.
- 2012 (1)
Journal article Saucier, A., & Audet, C. (2012). Construction of Sparse Signal Representations With Adaptive Multiscale Orthogonal Bases. Signal Processing, 92(6), 1446-1457.
- 2010 (3)
Report Saucier, A., & Audet, C. (2010). Construction of Sparse Signal Representations with Adaptive Multiscale Orthogonal Bases. (Technical Report n° G-2010-42).Journal article Saucier, A. (2010). New periodograms for single-tone frequency estimation in the presence of an additive polynomial background signal. Signal Processing, 90(6), 1800-1814.Journal article Saucier, A., Frappier, C., & Chapuis, R. P. (2010). Sinusoidal oscillations radiating from a cylindrical source in thermal conduction or groundwater flow: Closed-form solutions. International Journal for Numerical and Analytical Methods in Geomechanics, 34(16), 1743-1765.
- 2008 (1)
Journal article El Ouassini, A., Saucier, A., Marcotte, D., & Favis, B. D. (2008). A Patchwork Approach to Stochastic Simulation: a Route Towards the Analysis of Morphology in Multiphase Systems. Chaos, Solitons & Fractals, 36(2), 418-436.
- 2006 (2)
Journal article Saucier, A., Marchant, M., & Chouteau, M. C. (2006). A fast and accurate frequency estimation method for canceling harmonic noise in geophysical records. Geophysics, 71(1), 7-18.Journal article Saucier, A., & Soumis, F. (2006). Fractal methods and the problem of estimating scaling exponents: A new approach based on upper and lower linear bounds. Chaos, Solitons & Fractals, 28(5), 1337-1346.
- 2005 (1)
Journal article Saucier, A. (2005). Construction of Data-Adaptive Orthogonal Wavelet Bases With an Extension of Principal Component Analysis. Applied and Computational Harmonic Analysis, 18(3), 300-328.
- 2004 (2)
Journal article Saucier, A., Degorce, J.-Y., & Meunier, M. (2004). Analytical Solutions of a Growth Model for a Melt Region Induced by a Focused Laser Beam. SIAM Journal on Applied Mathematics, 64(6), 2076-2095.Conference paper Saucier, A. Multiscale Principal Components [Paper]. 8th International Conference on Thinking in Patterns: Fractals and Related Phenomena in Nature (Fractal 2004), Vancouver, B.C..
- 2003 (1)
Conference paper Saucier, A. Data-Adaptive Orthogonal Wavelet Bases Obtained Via Principal Component Analysis [Paper]. International Conference on Imaging Science, Systems and Technology (CISST 2003).
- 2002 (6)
Journal article Khue, P. N., Huseby, O., Saucier, A., & Muller, J. (2002). Application of generalized multifractal analysis for characterization of geological formations. Journal of Physics: Condensed Matter, 14(9), 2347-2352.Conference paper Degorce, J.-Y., Saucier, A., & Meunier, M. (2002, June). A simple analytical method for the characterization of the melt region of a semiconductor under focused laser irradiation [Paper]. European Materials Research Society conference on Physics and Chemistry of Advanced Laser Materials Processing, Strasbourg, France. Published in Applied Surface Science, 208-209.Journal article Saucier, A., & Muller, J. (2002). Assessing the scope of the multifractal approach to textural characterization with statistical reconstruction of images. Physica A: Statistical Mechanics and its Applications, 311(1-2), 231-259.Conference paper Saucier, A. (2002, March). Localized principal components [Paper]. Emergent Nature-Patterns, Growth and Scaling in the Sciences. (Conference Fractal 2002), Granada, Spain.Book chapter Saucier, A. (2002). Méthodes multifractales pour l'analyse d'images et de signaux. In Abry, P., Gonçalvès, P., & Lévy Véhel, J. (eds.), Lois d'échelle fractales et ondelettes (Vol. 2, pp. 165-204).Journal article Saucier, A., & Muller, J. (2002). Using principal component analysis to enhance the generalized multifractal analysis approach to textural segmentation : theory and application to microresistivity well logs. Physica A: Statistical Mechanics and its Applications, 309(3-4), 419-444.
- 1999 (4)
Report McKenty, F., Saucier, A., & Trépanier, J.-Y. (1999). Design optimization of hydrogen flow channels. (Technical Report).Conference paper Saucier, A., & Muller, J. (1999, January). Generalization of multifractal analysis based on polynomial expansions on the generating function [Paper]. Fractal Theory and Applications in Engineering, London.Conference paper Saucier, A., & Muller, J. (1999, January). New statistical textural transforms for non-stationary signals: application to generalized multifractal analysis [Paper]. Paradigms of complexity, fractals ans structure in the sciences, Singapore.Journal article Saucier, A., & Miller, J. (1999). Textural analysis of disordered materials with multifractals. Physica. A, Theoretical and statistical physics, 267(1-2), 221-238.
