Simone DeparisExpertise
Simone Deparis is a professor at EPFL specializing in applied mathematics, numerical analysis, and the didactics of university-level mathematics. His research spans computational modeling for biomedical applications and innovations in mathematics education, with a focus on equity, self-efficacy, and assessment reform in large STEM cohorts.
Mission
Our group conducts research at the intersection of applied mathematics and learning sciences. In applied mathematics, we focus on modeling and simulatio
Jiannong FangExpertise
Computational Fluid Dynamics; High Performance Computing; Groundwater Flow and Transport; Rheology of Complex Fluids
Current work
Large Eddy Simulation; Immersed Boundary Method; Fast Projection Methods for Incompressible Flows; Wind Power Forecasting
Teaching & PhD Past EPFL PhD Students Marco Giovanni Giometto Past EPFL PhD Students as codirector Gaofeng Zhao
Paolo PeronaExpertise
River mechanics and morphoydnamics, Erosion processes, Ecohydraulics, Plant roots biomechanics, Watershed and catchment hydrology, Water Resources Management, General hydraulics, Time Series Analysis, Dynamical Systems Theory, Stochastic Processes
Expertise
River mechanics and morphoydnamics, Erosion processes, Ecohydraulics, Plant roots biomechanics, Watershed and catchment hydrology, Water Resources Management, General hydraulics, Time Series Analysis, Dynamical Systems Theory, Stochastic Proces
Adrian BlumenthalTeaching & PhD Courses Numerical integration of dynamical systems MATH-452 In this course we will introduce and study numerical integrators for multi-scale (or stiff) differential equations and dynamical systems with special geometric structures (symplecticity, reversibility, first integrals, etc.). These numerical methods are important for many applications.
Boris BuffoniResearch activityResearch
ResearchCurrent Research Fields https://sma.epfl.ch/~buffoni/home.html
Teaching & PhD Courses Analysis II MATH-106(b) The course studies fundamental concepts of analysis and the calculus of functions of several variables. Evolutional partial differential equations MATH-421 Fundamental techniques and theories for partial differential equations of evolution. Application to basic examples: first-order equations, wave equation, heat equation. The Cauchy Roger SauserTeaching & PhD Courses Descriptive geometry (for MAN) PREPA-091 The course addresses the techniques of parallel projections (axonometry and Monge representation) and central projection (perspective) in order to develop the student's ability to describe and study objects and spatial situations by illustrating them with technical drawings. ICS (for CMS) PREPA-026 The present course presents numerical methods for solving nonlinear equations, computing definite integrals and sol
Samuel DubuisAfter mathematics studies at EPFL, I go on with a PhD thesis under the supervision of Prof. Marco Picasso. Interested in teaching, I turn to the preparatory year of EPFL (CMS) where I worked since 2020.Centers of interests I like to work in classroom with students, in particular to guide them through elementary mathematics contents, that are the basis of engineering and experimental sciences.I also work with Prof. Picasso and his PhD and intern students in the fields of scientific computing and numerical a
Guillaume AnciauxResearchResearch Topics My research can be decomposed in three main blocks:First, the main goal of my current research is the physical description of contact interactions. I performed numerous studies of this topic using different models from the continuum scale down to atomistic scale. Since atomic phenomena and macroscopic observations are linked, the physics of contact needs the simultaneous consideration of several scales. For instance, plasticity is a theory defined for the macroscopic scale whereas t
Thomas MountfordTeaching & PhD Past EPFL PhD Students Damien Gauthier, Samir Brahim Belhaouari, Driss Baraka, Daniel Rodrigues Valesin, Samuel Schöpfer, Kamran Kalbasi, Jacques Saliba, Hao Xue, Keming Chen Past EPFL PhD Students as codirector Guillaume Charles Woessner Courses Analysis I MATH-101(d) Study the fundamental concepts of analysis, and the differential and integral calculus of real-valued functions of one real variable. Markov chains MATH-332 The course follows the text of Norris
Mohamed FarhatM. Farhat was born in Casablanca in 1962 (Moroccan citizen). He graduated at Ecole Nationale Supérieure d'Hydraulique et de Mécanique de Grenoble (France. He joined The LMH laboratory in 1986 as research assistant. He completed in 1994 a Ph.D. thesis on Cavitation. He joined the R&D department of Hydro-Quebec in Montréal (Canada) in 1995 where he was in charge of several research projects in the areas of production and transportation of hydropower and mainly the monitoring of large hydro turbines. Since 2001, he is senior scientist at the LMH laboratory, head of the cavitation group. He is also lecturer in Master and Doctoral programs. He is member of the Doctoral Committee in Mechanics.
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