Institution
École Polytechnique de Montréal
Education•Montreal, Quebec, Canada•
About: École Polytechnique de Montréal is a education organization based out in Montreal, Quebec, Canada. It is known for research contribution in the topics: Finite element method & Computer science. The organization has 8015 authors who have published 18390 publications receiving 494372 citations.
Papers published on a yearly basis
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TL;DR: An efficient generalized permanent labelling algorithm is presented based on the definition of the concept of a generalized bucket and on a specific order of handling the labels to solve the shortest path problem with time windows.
Abstract: The shortest path problem with time windows (SPPTW) consists of finding the least cost route between a source and a sink in a network G = (N, A) while respecting specified time windows [ai, bi] at each visited node The duration dij of each arc is restricted to positive values while the cost Cij of each arc (i, j) Є A is unrestrictedThis article presents an efficient generalized permanent labelling algorithm to solve this problem This new algorithm is based on the definition of the concept of a generalized bucket and on a specific order of handling the labels The algorithm runs in pseudo-polynomial time Problems with up to 2500 nodes and 250,000 arcs have heen solved
369 citations
TL;DR: In this article, a mode-dependent full-order filter is constructed and the bounded real lemma for the resulting filtering error system is derived via LMI formulation, and an improved version of the BRL is further given by introducing additional slack matrix variables to eliminate the cross coupling between system matrices and Lyapunov matrices among different operation modes.
367 citations
357 citations
TL;DR: In this paper, a palladium-based alloys catalysts without platinum for the oxygen reduction reaction (ORR) in an acid medium were shown for the first time and their electrochemical characteristics for ORR were determined at 30 °C in sulphuric acid.
357 citations
TL;DR: A kinematic theory that can be used to study and analyze rapid human movements is proposed and it is shown that these systems have a log-normal impulse response that results from the limiting behavior of a large number of interdependent neuromuscular networks.
Abstract: This paper proposes a kinematic theory that can be used to study and analyze rapid human movements. It describes a synergy in terms of the agonist and antagonist neuromuscular systems involved in the production of these movements. It is shown that these systems have a log-normal impulse response that results from the limiting behavior of a large number of interdependent neuromuscular networks, as predicted by the central limit theorem. The delta log-normal law that follows from this model is very general and can reproduce almost perfectly the complete velocity patterns of an end-effector. The theory accounts for the invariance and rescalability of these patterns, as well as for the various observations that have been reported concerning the change in maximum and mean velocities, time to maximum velocity, etc., under different experimental conditions. Movement time, load effects, and control strategies are discussed in a companion paper.
355 citations
Authors
Showing all 8139 results
| Name | H-index | Papers | Citations |
|---|---|---|---|
| Yoshua Bengio | 202 | 1033 | 420313 |
| Claude Leroy | 135 | 1170 | 88604 |
| Lucie Gauthier | 132 | 679 | 64794 |
| Reyhaneh Rezvani | 120 | 638 | 61776 |
| M. Giunta | 115 | 608 | 66189 |
| Alain Dufresne | 111 | 358 | 45904 |
| David Brown | 105 | 1257 | 46827 |
| Pierre Legendre | 98 | 366 | 82995 |
| Michel Bouvier | 97 | 396 | 31267 |
| Aharon Gedanken | 96 | 861 | 38974 |
| Michel Gendreau | 94 | 456 | 36253 |
| Frederick Dallaire | 93 | 475 | 31049 |
| Pierre Savard | 93 | 427 | 42186 |
| Nader Engheta | 89 | 619 | 35204 |
| Ke Wu | 87 | 1242 | 33226 |