Events
retrieve:
Return the details about the given Memento id.
list:
List all Memento objects.
GET /api/v1/mementos/402/events/?format=api
{ "count": 2, "next": null, "previous": null, "results": [ { "id": 71879, "title": "Mathematics Colloquium", "slug": "mathematics-colloquium-15", "event_url": "https://memento.epfl.ch/event/mathematics-colloquium-15", "visual_url": "https://memento.epfl.ch/image/33203/200x112.jpg", "visual_large_url": "https://memento.epfl.ch/image/33203/720x405.jpg", "visual_maxsize_url": "https://memento.epfl.ch/image/33203/max-size.jpg", "lang": "en", "start_date": "2026-06-09", "end_date": "2026-06-09", "start_time": "16:15:00", "end_time": "17:15:00", "description": "<strong>Title : </strong>On indefinite ternary quadratic forms<br>\r\n<br>\r\n<strong>Abstract : </strong><br>\r\nWe describe the solution to two problems concerning indefinite integral ternary quadratic forms.<br>\r\nThe first about anisotropic forms was popularized by Margulis following his solution of the Oppenheim Conjecture.<br>\r\nThe second about the density of isotropic forms was raised by Serre.<br>\r\nJoint work with A.Gamburd, A.Ghosh and J.Whang.<br>\r\n<br>\r\n<strong>Please register on the following form : </strong>https://forms.gle/w8PbDFZtRSs5V47Y8<br>\r\n ", "image_description": "", "creation_date": "2026-05-13T13:52:46", "last_modification_date": "2026-05-20T10:23:16", "link_label": "", "link_url": "", "canceled": "False", "cancel_reason": "", "place_and_room": "ELD 020", "url_place_and_room": "https://plan.epfl.ch/?room==ELD%20020", "url_online_room": "", "spoken_languages": [ "https://memento.epfl.ch/api/v1/spoken_languages/2/?format=api" ], "speaker": "Prof. Peter Sarnak (Institute of Advanced Study and Princeton University)", "organizer": "Institute of Mathematics", "contact": "Prof. Philippe Michel", "is_internal": "True", "theme": "", "vulgarization": { "id": 2, "fr_label": "Public averti", "en_label": "Informed public" }, "registration": { "id": 2, "fr_label": "Sur invitation", "en_label": "Invitation required" }, "keywords": "", "file": null, "icalendar_url": "https://memento.epfl.ch/event/export/120769/", "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/402/?format=api", "https://memento.epfl.ch/api/v1/mementos/7/?format=api" ] }, { "id": 71443, "title": "Mathematics Colloquium", "slug": "mathematics-colloquium-13", "event_url": "https://memento.epfl.ch/event/mathematics-colloquium-13", "visual_url": "https://memento.epfl.ch/image/32790/200x112.jpg", "visual_large_url": "https://memento.epfl.ch/image/32790/720x405.jpg", "visual_maxsize_url": "https://memento.epfl.ch/image/32790/max-size.jpg", "lang": "en", "start_date": "2026-06-17", "end_date": "2026-06-17", "start_time": "16:15:00", "end_time": "17:15:00", "description": "<strong>Title</strong>: <br>\r\nPositive random walks and positive-semidefinite random matrices<br>\r\n<br>\r\n<strong>Abstract</strong>:<br>\r\nOn the real line, a random walk that can only move in the positive direction is very unlikely to remain close to its origin. After a fixed number of steps, the left tail has a Gaussian profile under minimal assumptions. Remarkably, a similar phenomenon occurs when we consider a positive random walk on the cone of positive-semidefinite matrices. After a fixed number of steps, the minimum eigenvalue is described by a Gaussian random matrix model.<br>\r\nThis talk introduces a new way to make this intuition rigorous. The methodology addresses an open problem in computational mathematics about sparse random embeddings. The presentation targets a general mathematical audience.<br>\r\nPreprint: <a href=\"https://arxiv.org/abs/2501.16578\" target=\"_blank\">https://arxiv.org/abs/2501.16578</a><br>\r\n<br>\r\n<strong>Please register on the following form : </strong>https://forms.gle/ppXwKo9HmTgFk3rc7", "image_description": "", "creation_date": "2026-04-01T11:03:30", "last_modification_date": "2026-04-01T11:03:45", "link_label": "", "link_url": "", "canceled": "False", "cancel_reason": "", "place_and_room": "BCH 2201", "url_place_and_room": "https://plan.epfl.ch/?room==BCH%202201", "url_online_room": "", "spoken_languages": [ "https://memento.epfl.ch/api/v1/spoken_languages/2/?format=api" ], "speaker": "Prof. Joel A. Tropp, Steele Family Professor of Applied & Computational Mathematics, Caltech", "organizer": "Prof. Nicolas Boumal", "contact": "Institute of Mathematics", "is_internal": "True", "theme": "", "vulgarization": { "id": 2, "fr_label": "Public averti", "en_label": "Informed public" }, "registration": { "id": 2, "fr_label": "Sur invitation", "en_label": "Invitation required" }, "keywords": "", "file": null, "icalendar_url": "https://memento.epfl.ch/event/export/120257/", "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/5/?format=api", "https://memento.epfl.ch/api/v1/mementos/7/?format=api", "https://memento.epfl.ch/api/v1/mementos/402/?format=api" ] } ] }