Rivière, C. (In press). Syllabus d'exercices pour le cours 'Mathématiques Appliquées aux Sciences de la Vie', FS. |
 | Meurisse, Q., Koutra, S., Mélot, H., Laplume, D., Becue, V., Brihaye, T., Cenci, J., Coszach, E., De Smet, I., & Rivière, C. (In press). Building functionality assignment in dense and compact blocks using graph theory and game theory. Paper presented at Urban Complex Systems 2021, Lyon, France. |
 | Bouyer, P., Brihaye, T., Randour, M., Rivière, C., & Vandenhove, P. (November 2022). Decisiveness of stochastic systems and its application to hybrid models. Information and Computation, 289 (B), 104861. doi:10.1016/j.ic.2021.104861  Peer Reviewed verified by ORBi |
| Vilain, L.* , Laplume, D., De Smet, I., & Rivière, C. (06 September 2022). Développement d'un outil d'aide à la densification raisonnée des noyaux villageois en Wallonie. Poster session presented at 11th Mardi des Chercheurs 2022. |
De Smet, I., Meurisse, Q., Brihaye, T., Cenci, J., Laplume, D., Mélot, H., & Rivière, C. (2022). Compacts typo-morphologies by use of local search methods. Paper presented at ISUF 2019 XXVI International Seminar on Urban Form: Cities as Assemblages, Nicosia, Cyprus. |
| Vilain, L.* , Laplume, D., De Smet, I., & Rivière, C. (2022). Development of a tool to help the reasoned densification of village cores in Wallonia. WIT Transactions on Ecology and the Environment, Volume 258, 2022. doi:10.2495/SDP220171 Peer reviewed |
| Vilain, L.* , Laplume, D., De Smet, I., & Rivière, C. (2022). Développement d'un outil d'aide à la densification raisonnée des noyaux villageois en Wallonie. Poster session presented at Printemps des Sciences 2022. Editorial reviewed |
| Vilain, L.* , Laplume, D., De Smet, I., & Rivière, C. (01 December 2021). The compactness in answer to urban sprawl: development of a tool to help the reasoned densification of village cores in Wallonia. Paper presented at Designing cities in a changing world: towards an Urban One Health approach, Lausanne, Switzerland. Peer reviewed |
Coszach, E., Becue, V., Cenci, J., De Smet, I., Khainaar, S., LAUDATI, P., & Rivière, C. (2021). Towards an absorption strategy for the management of flood risk : study of the strategy of resistance and the artificialization of soils in the franco-belgian cross-border territory. WIT Transactions on the Built Environment. Peer reviewed |
| Meurisse, Q., De Smet, I., Mélot, H., Laplume, D., Brihaye, T., Rivière, C., Coszach, E., Cenci, J., Koutra, S., & Becue, V. (2020). Recherche locale et théorie des jeux appliqués à la création de typo-morphologies compactes. Paper presented at SCAN20 « Culture numérique et conception architecturale ... Retour vers le Futur », Bruxelles , Belgium. |
| Bouyer, P., Brihaye, T., Randour, M., Rivière, C., & Vandenhove, P. (21 September 2020). Decisiveness of Stochastic Systems and its Application to Hybrid Models. Electronic Proceedings in Theoretical Computer Science, 326, 149-165. doi:10.4204/EPTCS.326.10 Peer Reviewed verified by ORBi |
Rivière, C. (2018). Syllabus d'exercices pour le cours 'ntroduction Mathématique aux sciences de la vie'. |
Rivière, C. (2018). Syllabus du cours Introduction Mathématique aux sciences de la vie. |
Rivière, C. (2018). Syllabus du cours de Mathématiques appliquées I Parties 1 et 2. |
Rivière, C. (2018). Syllabus du cours de Mathématiques Appliquées II, FA+U. |
Rivière, C., & Brihaye, T. (17 July 2013). Introduction à la théorie des jeux : Workshop 'Ville numérique et agriculture bio-high-tech', Cité des sciences de Paris. Paper presented at Ville numérique et agriculture bio-high-tech, Paris, Cité des Sciences, Unknown/unspecified. |
| Brihaye, T., Michaux, C., & Rivière, C. (01 May 2009). Cell decomposition and dimension function in the theory of closed ordered differential fields. Annals of Pure and Applied Logic, 159 (Issues 1-2), 111-128. doi:10.1016/j.apal.2008.09.029 Peer Reviewed verified by ORBi |
| Rivière, C. (01 May 2009). Further notes on cell decomposition in the theory of closed ordered differential fields. Annals of Pure and Applied Logic, 159 (1-2), 100-110. doi:10.1016/j.apal.2008.11.002 Peer Reviewed verified by ORBi |
| Rivière, C. (01 October 2006). The model theory of m-ordered differential fields. Mathematical Logic Quarterly, 52 (4), 331-339. doi:10.1002/malq.200510037 Peer Reviewed verified by ORBi |
| Guzy, N., & Rivière, C. (01 August 2006). Geometrical axiomatization for model complete theories of differential topological fields. Notre Dame Journal of Formal Logic, 47 (3), 331-341. doi:10.1305/ndjfl/1163775440 Peer reviewed |
| Rivière, C. (01 August 2006). The theory of closed ordered differential fields with m commuting derivations. Comptes Rendus. Mathématique, 343 (3), 151-154. doi:10.1016/j.crma.2006.06.019 Peer Reviewed verified by ORBi |
| Michaux, C., & Rivière, C. (01 September 2005). Quelques remarques concernant la théorie des corps ordonnés différentiellement clos. Bulletin de la Société Mathématique de Belgique, 12 (3), 341-348. Peer reviewed |
Rivière, C. (28 July 2004). Dimension Function in the theory of closed ordered differential fields. Paper presented at Logic Colloquium 2004, Torino, Italy. |
| Brihaye, T., Michaux, C., Rivière, C., & Troestler, C. (01 January 2004). On O-Minimal Hybrid Systems. Lecture Notes in Computer Science, 2993, 133-138. Peer reviewed |
Rivière, C. (n.d.). Une preuve modèle théorique du théorème d'Ax-Grothendieck : Brussels Summer School of Mathematics. Paper presented at Brussels Summer School of Mathematics, Bruxelles, Belgium. |
Rivière, C. (n.d.). Syllabus du cours 'Mathématiques Appliquées aux Sciences de la Vie', FS. |