retrieve:
Return the details about the given Event id.

list:
List all Event objects.

GET /api/v1/events/?format=api&offset=230&ordering=event__canceled
HTTP 200 OK
Allow: GET, HEAD, OPTIONS
Content-Type: application/json
Vary: Accept

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            "id": 71525,
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            "description": "<p>Thesis Director: Prof. J. Luterbacher,<br>\r\nChemistry and Chemical Engineering doctoral program<br>\r\nThesis Nr. 11207<br>\r\n<br>\r\nTo take part in the public defense, please contact directly the speaker</p>",
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            "start_time": "14:15:00",
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            "description": "<br>\r\nAbstract: <br>\r\nIn this talk, I will discuss the decay of solutions to the wave equation on slowly-rotating Kerr-Newman black holes. The behavior of waves on extremal spherically symmetric black holes and axisymmetric waves on rotational extremal black holes has seen remarkable recent developments. I will discuss how these developments can be extended to the case of slowly-rotating Kerr-Newman, highlighting the similarities between the structure of the wave operator at null infinity and the structure of the wave operator at the extremal horizon. <br>\r\n ",
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            "speaker": "Dr Allen Fang, University of Muenster",
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            "id": 69582,
            "title": "Seminar in Finance",
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            "description": "",
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            "link_url": "https://www.jskrastins.com/",
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            "speaker": "Janis Skrastins - University of Utah",
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        {
            "id": 71172,
            "title": "Anisotropic Inviscid Limit for the Navier-Stokes Equations with Transport Noise Between Two Plates",
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            "start_date": "2026-03-24",
            "end_date": "2026-05-25",
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            "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>",
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            "id": 71476,
            "title": "Plasmonic Nanostructure Biosensors for Continuous Monitoring and Multiplexed Profiling with Ultra-Broad Dynamic Range",
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            "event_url": "https://memento.epfl.ch/event/plasmonic-nanostructure-biosensors-for-continuou-2",
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            "start_date": "2026-05-01",
            "end_date": "2026-05-01",
            "start_time": "17:00:00",
            "end_time": null,
            "description": "<p>Thesis Director: Prof. H. Altug,<br>\r\nBiotechnology and Bioengineering doctoral program<br>\r\nThesis Nr. 11156<br>\r\n<br>\r\nTo take part in the public defense, please contact directly the speaker</p>",
            "image_description": "",
            "creation_date": "2026-03-27T12:14:00",
            "last_modification_date": "2026-03-31T13:42:48",
            "link_label": "",
            "link_url": "",
            "canceled": "True",
            "cancel_reason": "en même temps que Balelec",
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            "speaker": "<strong>Abtin SAATEH</strong>",
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