Eine App programmieren? Ein Computerspiel erfinden? Eine Animation gestalten?
\r\nWenn dich eines dieser Dinge interessiert, bist du hier am richtigen Ort! Tausche und teile deine Ideen, lerne zu programmieren und entdecke Informatikberufe.
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\r\nDie Coding Club for Girls Workshops sind für Mädchen im Alter von 11 bis 15 Jahren und die Teilnahme ist kostenlos. Ab der Teilnahme an vier Workshops pro Jahr wird eine Teilnahmebestätigung ausgehändigt.
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\r\nOrt: Kantonschule Musegg, Luzern
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\r\nDatum und Zeit:
\r\n13. Juni 2026 : 09:30 bis 12:00 oder 13:30 bis 16:00 Uhr // Schildkröte in Python
\r\n20. Juni 2026 : 09:30 bis 12:00 oder 13:30 bis 16:00 Uhr // Pixel Art
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\r\nDie Inhalte der Workshops sind untenstehend beschrieben.
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\r\nBedingungen\r\n
The Swiss startup days (SUD) are the leading deep-tech catalyst event where Switzerland’s innovation bridges are built.
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\r\nFrom mindset to connection to action, SUD empowers entrepreneurs, investors, corporates, and enablers to create a stronger, more connected, and more resilient startup ecosystem - all in a single day.
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\r\nOn 21 May 2026, the entire ecosystem comes together for a full day of keynotes, sessions, and startup pitches, plus 1:1 meetings, a buzzing exhibition area, and 1,500 participants ready to exchange ideas, insights, and opportunities.
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\r\nBe part of the catalyst event to accelerate your innovation journey.
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\r\nFree tickets (limited to EPFL Startups and first come first serve) - contact Aurelie
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Abstract:
\r\nAs anticipated by Onsager's conjecture, low-regularity solutions of the Euler equations exhibit greater flexibility than classical solutions. In the first part of this talk we focus on steady solutions, showing that in the low-regularity regime their streamlines can realize any prescribed topology, a phenomenon that cannot occur for classical solutions. The key tool is a novel implementation of convex integration that preserves the topology of the streamlines throughout the iteration. In the second part we extend these ideas to the MHD equations, constructing continuous weak solutions with constant nonzero helicity that nevertheless fail to conserve energy and cross helicity.
The classification of the symplectic fillings of a given contact 3-manifold poses an interesting problem. It is motivated by results that demonstrate that the symplectic fillings of a contact 3-manifold hold information on the contact structure. Most notably, the contact structure of any contact 3-manifold that admits a strong symplectic filling is tight. Although the symplectic fillings of certain contact manifolds have been classified, the general classification remains an open problem. Working towards this, one can consider the geography problem for symplectic fillings. In the paper Spine removal surgery and the geography of symplectic fillings, Sam Lisi and Chris Wendl prove the existence of a universal bound for the geography (Euler characteristic and signature) of possible minimal strong symplectic fillings of a closed contact 3-manifold with a supporting planar spinal open book decomposition. Following a brief introduction to symplectic and contact topology, the aim of my talk is to explain Lisi and Wendl's result. For this purpose, I will provide an overview of symplectic fillings and the related geography problem, and introduce spinal open book decompositions.
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We investigate an anisotropic vanishing viscosity limit of the 3D stochastic Navier-Stokes equations posed between two horizontal plates, with Dirichlet no-slip boundary condition. The turbulent viscosity is split into horizontal and vertical directions, each of which approaches zero at a different rate. The underlying Cylindrical Brownian Motion driving our transport-stretching noise is decomposed into horizontal and vertical components, which are scaled by the square root of the respective directional viscosities. We prove that if the ratio of the vertical to horizontal viscosities approaches zero, then there exists a sequence of weak martingale solutions convergent to the strong solution of the deterministic Euler equation on its lifetime of existence. A particular challenge is that the anisotropic scaling ruins the divergence-free property for the spatial correlation functions of the noise.
","image_description":"","creation_date":"2026-02-18T12:59:24","last_modification_date":"2026-03-22T19:58:56","link_label":"Working-Reading Seminar","link_url":"https://www.epfl.ch/labs/stoan/reading-working-seminar/","canceled":"True","cancel_reason":"","place_and_room":"MA B2 485","url_place_and_room":"","url_online_room":"","spoken_languages":["https://memento.epfl.ch/api/v1/spoken_languages/2/?format=json"],"speaker":"Dr Daniel Goodair (EPFL)","organizer":"Xue-Mei Li","contact":"Xue-Mei Li","is_internal":"False","theme":"","vulgarization":{"id":3,"fr_label":"Expert","en_label":"Expert"},"registration":{"id":3,"fr_label":"Entrée libre","en_label":"Free"},"keywords":"Working-Reading seminar, Probability, stochastic analysis","file":null,"icalendar_url":"https://memento.epfl.ch/event/export/119781/","category":{"id":1,"code":"CONF","fr_label":"Conférences - Séminaires","en_label":"Conferences - Seminars","activated":true},"academic_calendar_category":null,"domains":[],"mementos":["https://memento.epfl.ch/api/v1/mementos/7/?format=json"]},{"id":71632,"title":"Anomalous regularization for the non-smooth Kraichnan and Kazantsev-Kraichnan models on the torus","slug":"anomalous-regularization-for-the-non-smooth-krai-5","event_url":"https://memento.epfl.ch/event/anomalous-regularization-for-the-non-smooth-krai-5","visual_url":"https://memento.epfl.ch/image/32959/200x112.jpg","visual_large_url":"https://memento.epfl.ch/image/32959/720x405.jpg","visual_maxsize_url":"https://memento.epfl.ch/image/32959/max-size.jpg","lang":"en","start_date":"2026-04-21","end_date":"2026-04-21","start_time":"16:30:00","end_time":"17:30:00","description":"We examine Kraichnan’s passive scalar model on the $d$-dimensional torus. On $\\mathbb{R}^{d}$, this model exhibits anomalous dissipation and anomalous regularization. We establish that the model on the torus enjoys a similar anomalous regularization property. The added difficulty in this setting is the absence of translation invariance, and to get around this, we use a scheme relying on an expansion of the correlation function of the driving noise. We establish a similar result for the Kazantsev-Kraichnan model on the torus. Based on joint work with Lucio Galeati and Mario Maurelli.
","image_description":"","creation_date":"2026-04-18T17:10:59","last_modification_date":"2026-04-18T21:07:17","link_label":"","link_url":"","canceled":"False","cancel_reason":"","place_and_room":"MA B2 485","url_place_and_room":"https://plan.epfl.ch/?room==MA%20B2%20485","url_online_room":"","spoken_languages":["https://memento.epfl.ch/api/v1/spoken_languages/2/?format=json"],"speaker":"Sotirios Kotitsas","organizer":"Xue-Mei Li, Te-Chun Wang","contact":"Te-Chun Wang","is_internal":"True","theme":"","vulgarization":{"id":3,"fr_label":"Expert","en_label":"Expert"},"registration":{"id":3,"fr_label":"Entrée libre","en_label":"Free"},"keywords":"Working-Reading seminar","file":null,"icalendar_url":"https://memento.epfl.ch/event/export/120425/","category":{"id":1,"code":"CONF","fr_label":"Conférences - Séminaires","en_label":"Conferences - Seminars","activated":true},"academic_calendar_category":null,"domains":[],"mementos":["https://memento.epfl.ch/api/v1/mementos/403/?format=json"]}]}