Emmanuel Risler Professor

Institut Camille Jordan | INSA de Lyon
21 avenue Capelle, 69100 Villeurbanne, France.
Local part: emmanuel.risler, domain: math.cnrs.fr.

Mathematics is the natural science where experiments are inexpensive.

Vladimir I. Arnold

Research interests

  • Holomorphic dynamics and small divisors problems (during PhD).
  • Nonlinear dynamics of differential and partial differential equations.
  • Semantic modelling of Life Cycle Assessment.
Looking for my way on a map
Trying to solve a problem.

Publications

Global behaviour of radially symmetric solutions stable at infinity for gradient systems
ER.
2017, 52 pp. Pre
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Competition between stable equilibria in reaction-diffusion systems: the influence of mobility on dominance
ER.
2017, 43 pp. Pre
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Retracting fronts for the nonlinear complex heat equation
Guillaume Réocreux, ER.
2017, 21 pp. Pre
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Global behaviour of bistable solutions for hyperbolic gradient systems in one unbounded spatial dimension
ER.
2017, 75 pp. Pre
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Global behaviour of bistable solutions for gradient systems in one unbounded spatial dimension
ER.
2016, 91 pp. Pre
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Global relaxation of bistable solutions for gradient systems in one unbounded spatial dimension
ER.
2016, 69 pp. Pre
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Uniqueness of the pendent drop of infinite length
ER.
2015, 12 pp. Pre
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Base de données sémantique d'inventaires en cycle de vie
Benjamin Bertin, Vasile-Marian Scuturici, Jean-Marie Pinon, ER.
Ingénierie des Systèmes d'Information, 18.2 (2013), pp. 103–128. Art
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CarbonDB: a Semantic Life Cycle Inventory Database
Benjamin Bertin, Vasile-Marian Scuturici, Jean-Marie Pinon, ER.
Proceedings CIKM'12, Maui, HI, USA, October 29–November 02, 2012, pp. 2683–2685. Proc
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Semantic Modelling of Dependency Relations between Life Cycle Analysis Processes
Benjamin Bertin, Vasile-Marian Scuturici, Jean-Marie Pinon, ER.
ICT-GLOW 2012, Vienna, Austria, September 6, 2012, pp. 109–124. Proc
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Modélisation sémantique des relations de dépendance entre les processus de l'analyse en cycle de vie
Benjamin Bertin, Vasile-Marian Scuturici, Jean-Marie Pinon, ER.
Actes du XXXème Congrès INFORSID, Montpellier, France, 29–31 mai 2012, pp. 507–522. Proc
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A semantic approach to life cycle assessment applied on energy environmental impact data management
Benjamin Bertin, Vasile-Marian Scuturici, Jean-Marie Pinon, ER.
Proceedings of the 2012 Joint EDBT/ICDT Workshops, March 26–30, 2012 - Berlin, Germany, pp. 87–94. Proc
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Global convergence toward traveling fronts in nonlinear parabolic systems with a gradient structure
ER.
Ann. Inst. H. Poincaré Anal. Non Linéaire, 25.2 (2008), pp. 381–424. Art
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A variational proof of global stability for bistable travelling waves
Thierry Gallay, ER.
Differential Integral Equations, 20.8 (2007), pp. 901–926. Art
Permalink
Sur quelques phénomènes d'évolution non linéaires
ER.
Habilitation to conduct researches ("Habilitation à diriger des recherches") dissertation (2002). Dis
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Travelling waves and dispersion relation in the spatial unfolding of a periodic orbit
ER.
C. R. Acad. Sci. Paris, Ser. I, 334.9 (2002), pp. 833–838. Art
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Axisymmetric capillary surfaces as a dynamical system
Christophe Riera, ER.
Nonlinearity, 15.6 (2002), pp. 1843–1879. Art
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Spatial unfolding of homoclinic bifurcations
Pierre Coullet, ER, Nicolas Vandenberghe.
Nonlinear PDE's in Condensed Matter and Reactive Flows (2002), pp. 399–412. Proc
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A direct computation of the phase stability criterion for spatially homogeneous time periodic solutions close to a Hopf bifurcation
ER.
Int. J. Bifur. Chaos, 11.8 (2001), pp. 2097–2105. Art
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Generic instability of spatial unfoldings of almost homoclinic periodic orbits
ER.
Comm. Math. Phys., 216 (2001), pp. 325–356. Art
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Self-parametric instability in spatially extended systems
Médéric Argentina, Pierre Coullet, ER.
Phys. Rev. Lett., 86.5 (2001), pp. 807–809. Art
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Criteria for the stability of spatial extensions of fixed points and periodic orbits of differential equations in dimension 2
ER.
Phys. D, 146 (2000), pp. 121–136. Art
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Spatially extended differential equations in a potential: On the borders of the basins of attraction related to local minima
ER.
J. Differential Equations, 166.2 (2000), pp. 347–384. Art
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Spatial unfoldings of elementary bifurcations
Pierre Coullet, ER, Nicolas Vandenberghe.
J. Stat. Phys., 101.1 (2000), pp. 521–541. Art
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Compacts connexes invariants par une application univalente
ER.
Fund. Math., 161 (1999), pp. 241–277. Art
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Linéarisation des perturbations holomorphes des rotations et applications
ER.
Mém. Soc. Math. Fr., 77 (1999), pp. 1–102. Mon
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Dynamique des perturbations holomorphes des rotations
ER.
Ph D, École Polytechnique (1996). Dis

Teaching

Links to recent teaching material

Philosophy of teaching

Previous academic years

I taught on the following subjects, at various undergraduate and graduate levels:

A few additional links

Just a few contents I enjoy, no guarantee of originality.