Event List
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Return the details about the given Event id.
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GET /api/v1/events/?format=api&offset=240&ordering=event__label_link
{ "count": 242, "next": null, "previous": "https://memento.epfl.ch/api/v1/events/?format=api&limit=10&offset=230&ordering=event__label_link", "results": [ { "id": 69803, "title": "Higher moments for the SHE in high dimensions and their phase transitions", "slug": "higher-moments-for-the-she-in-high-dimensions-and", "event_url": "https://memento.epfl.ch/event/higher-moments-for-the-she-in-high-dimensions-and", "visual_url": "https://memento.epfl.ch/image/31288/200x112.jpg", "visual_large_url": "https://memento.epfl.ch/image/31288/720x405.jpg", "visual_maxsize_url": "https://memento.epfl.ch/image/31288/max-size.jpg", "lang": "en", "start_date": "2026-04-14", "end_date": "2026-04-15", "start_time": "10:10:00", "end_time": "11:00:00", "description": "<p>We consider regularized versions of the stochastic heat equation (SHE) in high dimensions $d\\geq 3$ and analyze their higher moments in the limit as the regularization is removed, for varying coupling constants that describe the strength of the driving noise. Motivated by recent results on the higher moments of the SHE in two dimensions at $L^{2}$-criticality, a natural question is whether the higher moments of the SHE in high dimensions also converge at the $L^{2}$-critical point. Our main result gives a negative answer: in high dimensions, the higher moments diverge when the coupling constant belongs to a nontrivial right-closed interval whose upper endpoint is the $L^{2}$-critical point. In particular, we obtain a sharp bound for the critical coupling constant at which the corresponding limiting higher moment undergoes a phase transition. As an application to the continuous directed polymer, we derive a sharp estimate for quantity believed to be closely related to the tail probability of the limiting partition function.</p>", "image_description": "", "creation_date": "2025-09-12T13:47:07", "last_modification_date": "2026-03-30T15:59:29", "link_label": "Working-Reading Seminar", "link_url": "https://www.epfl.ch/labs/stoan/reading-working-seminar/", "canceled": "False", "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=api" ], "speaker": "Dr Te-Chun Wang (EPFL)", "organizer": " <a href=\"https://people.epfl.ch/xue-mei.li\">Xue-Mei Li</a>", "contact": "<a href=\"https://people.epfl.ch/xue-mei.li\">Xue-Mei Li</a>", "is_internal": "False", "theme": "", "vulgarization": { "id": 3, "fr_label": "Expert", "en_label": "Expert" }, "registration": { "id": 3, "fr_label": "Entrée libre", "en_label": "Free" }, "keywords": "Reading-Working Seminar", "file": null, "icalendar_url": "https://memento.epfl.ch/event/export/117635/", "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=api", "https://memento.epfl.ch/api/v1/mementos/7/?format=api" ] }, { "id": 71172, "title": "Anisotropic Inviscid Limit for the Navier-Stokes Equations with Transport Noise Between Two Plates", "slug": "anisotropic-inviscid-limit-for-the-navier-stokes-e", "event_url": "https://memento.epfl.ch/event/anisotropic-inviscid-limit-for-the-navier-stokes-e", "visual_url": "https://memento.epfl.ch/image/32540/200x112.jpg", "visual_large_url": "https://memento.epfl.ch/image/32540/720x405.jpg", "visual_maxsize_url": "https://memento.epfl.ch/image/32540/max-size.jpg", "lang": "en", "start_date": "2026-03-24", "end_date": "2026-05-25", "start_time": "16:30:00", "end_time": "17:30:00", "description": "<p>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.</p>", "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=api" ], "speaker": "Dr Daniel Goodair (EPFL)", "organizer": "<a href=\"https://people.epfl.ch/xue-mei.li\">Xue-Mei Li</a>", "contact": "<a href=\"https://people.epfl.ch/xue-mei.li\">Xue-Mei Li</a>", "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=api" ] } ] }
