Les rapports de l'année :
1990 - 1991 - 1992 - 1993 - 1994 - 1995 - 1996 - 1997 - 1998 - 1999
2000 - 2001 - 2002 - 2003 - 2004 - 2005 - 2006 - 2007 - 2008 - 2009
2010 - 2011 - 2012 - 2013 - 2014 - 2015 - 2016 - 2017 - 2018 - 2019
2020 - 2021 - 2022 - 2023 - 2024
1990–2024
(long!)
Numéro | Auteur(e)(s) | Titre |
---|---|---|
CRM-3256 | Schlomiuk, D., Vulpe, N. | Moduli spaces of planar quadratic vector fields with invariant lines of total multiplicity at least four and three distinct infinite singularities |
CRM-3267 | Nguyen-Ba, T., Yagoub, H., Zhuang, Y., Vaillancourt, R. | Variable-step variable-order 2-stage Hermite–Birkhoff–Obrechkoff ODE solver of order 3 to 14 |
CRM-3270 | Yagoub, H., Nguyen-Ba, T., Vaillancourt, R. | Variable-step 7-stage Hermite–Birkhoff–Taylor DDE solver of order 8 |
CRM-3273 | Nguyen-Ba, T., Yagoub, H., Vaillancourt, R. | One-step 9-stage Hermite–Birkhoff–Taylor DAE solver of order 11 |
CRM-3265 | Kengne, E., Vaillancourt, R. | Integrability conditions for two-component Bose–Einstein condensates in periodic potentials |
CRM-3281 | Ashino, R., Nguyen-Ba, T., Vaillancourt, R. | Decoding low-dimensional linear codes by linear programming |
CRM-3263 | Tempesta, P. | Integrable field theories and hierarchies of dynamical systems on the lattice |
CRM-3266 | Schlomiuk, D., Naidenova, E. | On the classification of the Lotka–Volterra systems |
CRM-3268 | Kengne, E., Vaillancourt, R., Malomed, B. A. | Bose–Einstein condensates in optical lattices: The cubic-quintic nonlinear Schrödinger equation with a periodic potential |
CRM-3271 | Merleau, J., Angers, J.-F., Perreault, L., Favre, A.-C. | Modelling the average behaviour of a sample of curves with Bayesian regression splines |
CRM-3277 | Marcotte, O. | Deuxième atelier de résolution de problèmes industriels de Montréal |
CRM-3261 / arXiv:0808.1770 | Balogh, F., Harnad, J. | Superharmonic perturbations of a Gaussian potential, equilibrium measures and orthogonal polynomials |
CRM-3278 | Nguyen-Ba, T., Hao, H., Yagoub, H., Vaillancourt, R. | One-step 5-stage Hermite–Birkhoff–Taylor ODE solver of order 12 |
CRM-3286 | Dugas, C., Bengio, Y., Garcia , R., Bélisle, F., Nadeau, C. | Incorporating functional knowledge in neural networks |
CRM-3279 | Kengne, E., Vaillancourt, R. | 2D Ginzburg–Landau system of complex modulation for coupled nonlinear transmission lines |
CRM-3280 | Bertola, M., Prats-Ferrer, A. | Topological expansion for the Cauchy two-matrix model |
CRM-3269 | Nguyen-Ba, T., Bozic, V., Kengne, E., Vaillancourt, R. | One-step 9-stage Hermite–Birkhoff–Taylor ODE solver of order 10 |
CRM-3275 | Kengne, E., Tadmon, C., Nguyen-Ba, T., Vaillancourt, R. | Higher order bright solitons and shock signals in nonlinear transmission lines |
CRM-3262 | Tempesta, P. | $L$-series and Hurwitz zeta functions associated with the universal formal group |
CRM-3258 | Delfour, M. C., Garon, A. | New equations for the dose under pulsative/periodic conditions in the design of coated stents |
CRM-3274 | Kengne, E., Vaillancourt, R., Malomed, B. A. | Modulational instability and exact soliton and periodic solutions for two weakly coupled effectively 1D condensates trapped in a double-well potential |
CRM-3290 | Godin, F., Mayoral, S., Morales, M. | Contingent claim pricing using a normal inverse Gaussian probability distortion operator |
CRM-3272 | Harnad, J., Orlov, A. Y. | Convolution symmetries of integrable hierarchies, matrix models and $\tau$-functions |
19 juillet 2006
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