Talks

Upcoming talks

  • [2020] INdAM Workshop: Geometric Challenges in Isogeometric Analysis, Rome, ITALY: Mesh generation and challenges for Tokamaks [Invited talk]
  • [2019] Schloss Dagstuhl, Saarbrücken, GERMANY: Invited for the Interactive Design and Simulation Dagstuhl Seminar [19512]
  • [2019] COMPLAS, Barcelona, SPAIN: Automated Symbolic, HPC and Spectral study for Isogeometric Analysis using Python [Invited talk]

Invited talks

  • [2018] ICOSAHOM, London, UK: Spectral studies and fast solvers for Maxwell equations using IsoGeometric Analysis
  • [2018] ECCM & ECFD, Glasgow, UK: Parallel Multigrid Solver for Finite Elements using B-Splines
  • [2017] CMO-BIRS Geometry & Computation for Interactive Simulation, Oaxaca, Mexico: Automatic computation of GLT symbols for B-Splines discretizations
  • [2017] CIME 2017, Cetraro, Italy: Modern Computer Science and IsoGeometric Analysis
  • [2017] PASC 2017, Lugano, Switzerland: HPC and GLT for IsoGeometric Applications in Computational Plasma Physics
  • [2016] MAFELAP, Brunel University, UK: Parallel Time Domain Maxwell solver and Hybrid Particles In Cell method
  • [2013] MFO, Oberwolfach, GERMANY: Adaptive IsoGeometric Mappings for complex and realistic tokamaks geometries

Conferences

  • [2019] CAISAM, UM6P, MOROCCO: Adaptive IsoGeometric mesh generation using Optimal Transport
  • [2018] PyConDE, Karlsruhe, GERMANY: Pyccel, a Fortran static compiler for scientific High-Performance Computing
  • [2018] Numkin, Garching, GERMANY: High-Performance Computing using Python and Pyccel
  • [2018] EUROSCIPY, Trento, Italy: Pyccel, a Fortran static compiler for scientific High-Performance Computing
  • [2017] NUMKIN, Garching, GERMANY: Towards an automated mesh generation framework for Tokamaks
  • [2016] 2nd EU JOREK Meeting – INRIA Sophia-Antipolis: Compatible B-Splines Finite Elements
  • [2015] CEMRACS, Marseille, FRANCE: IsoGeometric Analysis: Bézier techniques in Numerical Simulations
  • [2015] ESMC, Madrid, SPAIN: An IsoGeometric Analysis Hybrid Semi-Lagrangian Scheme for Kinetic Simulations in Complex Geometries
  • [2014] NUMKIN, Garching, GERMANY: CAID: A Python Computer AIded Design tool for Computational Plasma Physics
  • [2014] CEMRACS, Marseille, FRANCE: Towards complex and realistic tokamaks geometries in Computational Plasma Physics
  • [2013] ICNSP, Beijing, CHINA: Alignement and equidistribution meshes for complex and realistic tokamaks geometries
  • [2012] Computational Methods in High Energy Density Plasmas, IPAM, UCLA, USA: IsoGeometric Analysis: From CAD to Plasmas Physics
  • [2012] ACE, Karlsruhe, GERMANY: IsoGeometric Analysis in Plasma Physics and Electromagnetism
  • [2011] ICNSP, Long Branch, New Jersey, USA: IsoGeometric Analysis in Plasma Physics and Electromagnetism (Poster)
  • [2011] HOFEIM, Cracow, POLAND: IsoGeometric Analysis in Plasma Physics and Electromagnetism (Poster)
  • [2010] The 10th International Workshop on Finite Elements for Microwave Engineering, Meredith, USA: Arbitrary High-Order Spline Finite Element Solver for the Time Domain Maxwell equations
  • [2010] CEMRACS, Marseille, FRANCE: Isogeometric Analysis: From C.A.D to F.E.A.
  • [2010] Non-Standard Numerical Methods for PDE’s, Pavia, ITALY: Arbitrary High-Order Spline Finite Element Solver for the Time Domain Maxwell equations
  • [2010] CANUM,Carcans-Maubuisson, Gironde, FRANCE: Isogeometric Analysis: From C.A.D to F.E.A. Application to the Quasi-Neutral equation