Antoine Cyril David Hoffmann
EPFL SB SPC-GE
PPB 310 (Bâtiment PPB)
Station 13
CH-1015 Lausanne
Web site: Site web: https://spc.epfl.ch/
EPFL AVP-PGE EDPY-GE
PH B2 405 (Bâtiment PH)
Station 3
CH-1015 Lausanne
+41 21 693 37 44
Local:
PH B2 405
EPFL
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VPA
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VPA-AVP-PGE
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AVP-PGE-EDOC
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EDPY-GE
Web site: Site web: https://go.epfl.ch/phd-edpy
+41 21 693 37 44
EPFL
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P
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P-SG
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AE
Web site: Site web: https://ae.epfl.ch/
Biographie
I am originally from Geneva, and in 2013, I began my Bachelor's degree in physics at EPFL, including a year spent studying in HU Berlin. After that, I pursued a Master's degree in Computational Science and Engineering, during which time I served as the master student representative. I completed a six-month internship at Saint-Gobain Recherche in Paris and wrote my Master's thesis at IFD ETH Zurich. Currently, I am a PhD student at the Swiss Plasma Center, and I have been representing physics PhD students (EDPY) since 2020.In my role as a representative in the School Assembly, I am fully committed to supporting sustainable and responsible transformation initiatives to create a more inclusive and equitable campus environment. Through the PhD student representatives network, I aim to facilitate effective representation of the corps intermediaire, allowing me and my colleagues to raise relevant subjects and opinions. Drawing on my personal experience as an EPFL student, I intend to work collaboratively with other groups at the School Assembly to enhance the overall learning environment for all students.
Publications
Sélection de publications
A.C.D. Hoffmann, B.J. Frei, P. Ricci Journal of Plasma Physics |
Gyrokinetic simulations of plasma turbulence in a Z-pinch using a moment-based approach and advanced collision operators |
B.J. Frei, A.C.D. Hoffmann, P. Ricci Journal of Plasma Physics |
Local gyrokinetic collisional theory of the ion-temperature gradient mode |
B.J. Frei, J. Ball, A.C.D. Hoffmann, R. Jorge, P. Ricci and L. Stenger Journal of Plasma Physics |
Development of advanced linearized gyrokinetic collision operators using a moment approach |