<?xml version="1.0" encoding="UTF-8"?><urlset xmlns="http://www.sitemaps.org/schemas/sitemap/0.9" xmlns:news="http://www.google.com/schemas/sitemap-news/0.9" xmlns:xhtml="http://www.w3.org/1999/xhtml" xmlns:image="http://www.google.com/schemas/sitemap-image/1.1" xmlns:video="http://www.google.com/schemas/sitemap-video/1.1"><url><loc>https://peertube.lre.epita.fr/about/instance</loc></url><url><loc>https://peertube.lre.epita.fr/videos/local</loc></url><url><loc>https://peertube.lre.epita.fr/w/puyTnGLjM2zVv5KXYzDacS</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/be3f4803-f81f-416a-9a27-0ddadd91a80c.jpg</video:thumbnail_loc><video:title>ma01 Transformations isometriques</video:title><video:description>Feuille de cours qui va avec la vidéo : 
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de plein de problèmes de graphes, histoire de planter le décor.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/d5c282bc-a5d5-463e-a365-8e1d77052167</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/ip5oJgsyLRqnbesba7KrWv</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/8ce42ba7-1e34-420e-ae11-8066444dcf15.jpg</video:thumbnail_loc><video:title>2.alcanes.7min4s</video:title><video:description>Introduction de quelques théorèmes de graphes (utiles pour la suite) qu'on applique ici pour établir la formule des alcanes (CₙH₂ₙ₊₂).</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/8ce42ba7-1e34-420e-ae11-8066444dcf15</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/26h5Ysgx4S1GotsN5mW7dQ</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/08d5c54c-d812-42a8-8e2d-92c251bdf970.jpg</video:thumbnail_loc><video:title>3.cayley.4min46s</video:title><video:description>La formule de Cayley: il existe n^(n-2) arbres dont les sommets sont numérotés de 1 à n.  On discute aussi d'un encodage pour les énumérer.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/08d5c54c-d812-42a8-8e2d-92c251bdf970</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/qwy466NyZyvxs8a7CyNHvA</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/c69f64fa-bb67-4cce-b036-0969ed9ef428.jpg</video:thumbnail_loc><video:title>4.kirchhoff.10min25s</video:title><video:description>Le théorème de Kirchhoff permet de dénombrer les arbres couvrants d'un graphe, et utilise un calcul matriciel.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/c69f64fa-bb67-4cce-b036-0969ed9ef428</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/kvmjfwXSEmNWHEsztUE55c</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/9df6b925-68a2-44a1-ae77-36c3f09b9dd3.jpg</video:thumbnail_loc><video:title>5.base-d-algo.5min39s</video:title><video:description>On discute d'un patron d'algorithme que vous pourrez adapter pour résoudre plein de problèmes de graphes.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/9df6b925-68a2-44a1-ae77-36c3f09b9dd3</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/3txU2Jd91AKe1oMzTkchdm</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/140b0431-2579-4ae1-853e-5d8407b80494.jpg</video:thumbnail_loc><video:title>6.notations.9min28s</video:title><video:description>Discussion sur les notations mathématiques utilisées pour les graphes, ainsi que le calcul de complexité des graphes.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/140b0431-2579-4ae1-853e-5d8407b80494</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/so7cbkJNe7mUAjsHRXNQLL</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/d5a3c8d5-4a54-481f-8fa2-f62b66f64d64.jpg</video:thumbnail_loc><video:title>7.zkp.6min21s</video:title><video:description>Soit deux graphes isomorphes.  Trouver la bijection σ entre les sommets des deux graphes est un problème NP pour lequel on ne connaît pas d'algorithme polynomial.  Mais si on donne la solution σ, il est très facile de la vérifier.

Ici on suppose que les deux graphes sont publiques, mais que la bijection σ est un secret.  Comment prouver à quelqu'un que je connais σ sans jamais révéler σ ?  C'est le principe des preuves avec divulgation de connaissance nulle (Zero Knowledge Proofs).
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5b3b.jpg</video:thumbnail_loc><video:title>65.pseudopolynomial.22min4s</video:title><video:description>65.pseudopolynomial.22min4s</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/ffe17ea1-e1b6-4f45-bb4e-c80052147587</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/iPQnB8bfdp1xG3xkGoxao3</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/4066a673-d6c2-4fe2-8a96-09d2ad91cb8b.jpg</video:thumbnail_loc><video:title>66.resume.11min13s</video:title><video:description>66.resume.11min13s</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/90592001-dadc-465a-84c4-d0645a5e20ba</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/sWThiDLMru2FMBXFWpSR3r</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/43319a75-097a-4702-a789-1731ac3f410e.jpg</video:thumbnail_loc><video:title>12.rubikscube.34min36s</video:title><video:description>Calculons le diamètre de l'espace d'état du rubik's cube 2x2x2.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/da375f31-4e93-433a-af17-a8a1d0d7eab1</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/1ZkwwBvGvZSoCjfdXDhfYh</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/aabadcca-acb4-4f16-95cd-6bd0cf2d8a97.jpg</video:thumbnail_loc><video:title>13.distbfs.10min58s</video:title><video:description>Calcul de distance avec 1 source, n destinations, et des arêtes de poids unitaires.  Calcul de la complexité du BFS.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/08016dad-497f-489f-b293-53cfa90e9fe8</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/hNvWMbk5cqWsYZQfs27DrQ</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/baf0bfee-577a-4e02-9174-69c256ba73a3.jpg</video:thumbnail_loc><video:title>15.rayon-diametre.8min9s</video:title><video:description>Définition du rayon et diamètre d'un graphe.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/8810e2cb-1b39-446c-8e17-03cf977f78ce</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/4mBVrb6ChWRrPD3JJUeyzc</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/f81ef46f-2c5b-4050-bed6-b2dca0664aaa.jpg</video:thumbnail_loc><video:title>16.bellman-ford.19min19s</video:title><video:description>16.bellman-ford.19min19s</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/1b2c6dbc-3674-404a-9b39-773ec08c260d</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/r7BRbzmrZV4rwUvUTbcx55</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/17b8e697-cc6a-49fd-b51e-f90f328115e1.jpg</video:thumbnail_loc><video:title>17.fastpow.14min17s</video:title><video:description>L'exponentiation rapide, une application du concept de monoïde.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/cb61056e-78c3-4210-86c1-fd82a77d8b00</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/2UV4rrtd9X1dA3RFqp9Fjf</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/d0cc78c7-cbb2-4963-b6ff-9637231fad4b.jpg</video:thumbnail_loc><video:title>20.starable.21min25s</video:title><video:description>Discussions autour des semi-anneaux, et extension de Floyd-Warshall pour prendre en compte l'opération d'étoile.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/0f7c837e-5e50-411b-bf9b-fcad4d12f58e</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/vjyntxuRD3JHgbNyubRpeF</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/470ed0b8-142a-478d-a090-28afb7922898.jpg</video:thumbnail_loc><video:title>21.euler215.9min22s</video:title><video:description>Dénombrement de configurations sous contraintes, à l'aide de graphes et de puissance de matrice.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/ed705b9d-f6b4-4888-a2df-11e46495e21d</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/bqNkgfr7WsLPU1j8z2WR77</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/638ca855-18bc-4610-9bef-ee438330e722.jpg</video:thumbnail_loc><video:title>18.shortest-paths-n-n.20min57s</video:title><video:description>Calcul de plus courts chemin n sources/n destinations, lien avec la puissance de matrice, et le concept de semi-anneau.
</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/5471ca4e-aa3b-4019-80ab-deb15acb0d26</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/k9B9oEmxMZWLt8tn3YT91B</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/19a8c928-ab7f-4b4c-a1c9-8322fed0f70b.jpg</video:thumbnail_loc><video:title>19.floyd-warshall.11min45s</video:title><video:description>L'algorithme de Floyd-Warshall pour le calcul de plus courts chemins entre toutes les paires de sommets.
</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/9b113e4d-8a02-4d3d-8d12-a103e5a6f9bb</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/41fGCNVGCnWJmPeHnhiW2t</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/479278ca-f907-4928-a8ca-ae936c3ec4d8.jpg</video:thumbnail_loc><video:title>22.couplages-defs.10min32s</video:title><video:description>Définitions de couplage, couplage maximal, couplage maximum, couplage parfait.  Applications.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/185479bd-4f82-45b2-93a9-516067e42175</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/p8nB5VGWfXRzJPQFATn61n</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/396149b5-f0bf-43aa-9992-570ee9f44526.jpg</video:thumbnail_loc><video:title>23.couplages-chemins-ameliorants.20min57s</video:title><video:description>Recherche de chemins améliorant un couplage.  Cas des graphes bipartis.  Intuition de l'algo d'Edmonds pour les graphes généraux.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/bb49b5c7-2945-42f4-b800-4fdf1cae3b41</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/uRdEFyKNMHYD1eSaLTv7F1</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/62343417-6148-403a-8b2f-c83844e49569.jpg</video:thumbnail_loc><video:title>24.couplages-ponderes.9min48s</video:title><video:description>Calcul d'un couplage de poids maximum ou de poids minimum.  On discute en particulier du cas des graphes bipartis, qui correspond à un problème d'affectation de coût minimum.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/e99f222c-110e-461b-b62b-f7c8ce285626</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/f16K8UEQTheV1NGTwdY8Lp</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/52f39294-0d5f-4495-ba75-9f05bf30bf58.jpg</video:thumbnail_loc><video:title>0.coucou-app.3min56s</video:title><video:description>Vidéo d'introduction pour le groupe des apprentis.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/71637b1e-d67f-4dfa-ab26-3ffd7a67910b</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/x6nGsjynKdJ9Vg9BxHATR9</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/facb989b-5a24-4546-b6dc-e9038ac49a3e.jpg</video:thumbnail_loc><video:title>25.composantes-connexes.5min54s</video:title><video:description>Calcul des composantes connexes maximales d'un graphe non-orienté.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/fbcb638c-1651-446c-b944-d623cd99e84e</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/9B7eQgRt5YnKnbSyZiFtET</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/fc79d6a6-feb6-4d46-8530-fba68a2779fa.jpg</video:thumbnail_loc><video:title>26.optimisation-euler215.24min13s</video:title><video:description>Utilisation des composantes connexes et amélioration des calculs matriciels de euler215.py</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/45affc5f-a968-4eb3-9737-c3044d796b63</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/rtyQCcBDPVq9W5jkpxZV7v</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/dcb32161-592b-4832-ad03-388e254a83f6.jpg</video:thumbnail_loc><video:title>27.composantes-fortement-connexes.22min16s</video:title><video:description>Trois algorithmes de calcul de composantes fortement connexes, par Kosaraju, Tarjan, et Dijkstra.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/ce4dc91f-b8bd-44a1-a85e-c1d544e996e5</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/9q8KNApkG2Q6Ac2pWsRGxd</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/7e3683a6-b663-4818-b5d1-46c6961ca10e.jpg</video:thumbnail_loc><video:title>14.dijkstra.14min52s</video:title><video:description>Algorithme de Dijkstra pour le calcul de distances ou plus courts chemins entre une source et n destinations, sur un graphe avec des poids positifs.

(v2 de la vidéo, corrigeant une typo dans la précédente.)</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/4427bd35-0252-47ab-b89a-e050230e16fa</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/viGbaYEtTHgebk1xjn6S8v</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/f7029cc1-8fa6-46df-95cd-ff58e8d8ab91.jpg</video:thumbnail_loc><video:title>TD-1-1-1</video:title><video:description>TD-1-1-1</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/ed516c97-85f4-4e2f-9fa6-97183db7a1d3</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/ohxFqy1CEke9d4T7vexEUq</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/09a829d2-fb5c-4413-aaea-b1e392398cdd.jpg</video:thumbnail_loc><video:title>TD-1-1-2</video:title><video:description>TD-1-1-2</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/b4787962-4b2e-40d8-9a1f-cc6c82dfb700</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/h1j6fwV1Bj8ajiY2sfF17F</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/8bf33dff-b84f-4d17-8bcd-201e775ac088.jpg</video:thumbnail_loc><video:title>TD-1-1-3-a</video:title><video:description>TD-1-1-3-a</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/819d5e03-a735-4516-9b12-ec1dd41319fb</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/jTZ6C7fUQty5adncko1t17</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/bcac2fa7-f0be-462e-ad9a-71c5369a1f9f.jpg</video:thumbnail_loc><video:title>TD-1-1-3-b</video:title><video:description>TD-1-1-3-b</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/99069d8a-2c74-4eec-ae18-4a7adbb0f452</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/eRVRkng9ReA789wDDBZs4J</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/591d9e0a-9556-476a-95eb-9d4ffb7efba0.jpg</video:thumbnail_loc><video:title>TD-1-1-4</video:title><video:description>TD-1-1-4</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/703f6f14-d721-4716-8396-31d09dd06af8</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/fj6bjDFMpA4H5ifC4WCBw3</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/1ec14c9c-d5c9-4ccb-aaa4-a45ad401ab1a.jpg</video:thumbnail_loc><video:title>TD-1-2-1-1</video:title><video:description>TD-1-2-1-1</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/73e68527-37c8-4743-8c5a-35a622886b9a</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/q2jdEFj5AgYq9mM7WUZRZc</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/c4afd322-98c9-436e-b4eb-b67396526b36.jpg</video:thumbnail_loc><video:title>TD-1-2-1-2</video:title><video:description>TD-1-2-1-2</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/c28a4c91-6d2c-4489-804d-83402bc64cc1</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/atwaYKWD1AxznQscoDVRV3</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/e1607c5e-e234-47ed-9f01-1e52db90d82e.jpg</video:thumbnail_loc><video:title>TD-1-2-1-3</video:title><video:description>TD-1-2-1-3</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/4cb9ec85-8f79-42b9-a801-7fc104147d00</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/fZpHibLktt3X7evcvzdhvT</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/b3ee47ac-f586-42e0-a535-1160bd4a56f6.jpg</video:thumbnail_loc><video:title>TD-1-2-1-4</video:title><video:description>TD-1-2-1-4</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/7963f2fc-f43c-481f-9301-aaff7fedcf55</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/tDTZrhcHDBSB7Wj2L26VfQ</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/fb2988d8-cdd6-422c-83a5-9aa20514e0d5.jpg</video:thumbnail_loc><video:title>TD-1-2-1-5</video:title><video:description>TD-1-2-1-5</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/dff14daf-29b5-49ee-838f-c59cc35cc468</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/aMsQGvebp7KKXgR6nem6p5</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/1650084a-16b7-4caa-bc7a-8a86b831769c.jpg</video:thumbnail_loc><video:title>TD-1-2-2</video:title><video:description>TD-1-2-2</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/4f3b4212-ad50-428f-9dd2-05fddcf50cbe</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/kTetj73Qnp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helping Vim users ascend to a real OS, one step at a time</video:title><video:description>Conférence sur l'éditeur Emacs donnée en 2020 aux ING1s de la promo 2023, en tant qu'ACU 2021.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/54dbc2b9-baf1-4aba-83dc-46dd991ee9d8</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/1aTbPudGVRipNpjAfFCjVm</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/587a849c-3221-4d66-8044-f06e7c6861ce.jpg</video:thumbnail_loc><video:title>Git: Beyond the submission</video:title><video:description>Git: Beyond the submission</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/01613d1e-b5c8-41cc-a8e7-a84575267aee</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/7nmPu1svGJqL4iQ5gk5q8q</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/2f008238-8fea-4ba4-97a6-8e81fecd2007.jpg</video:thumbnail_loc><video:title>ma04 Vectors propres.mp4</video:title><video:description>ma04 Vectors propres.mp4</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/339247f5-9d86-450c-89fe-c43e399ca23e</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/aWNGEjyLz6q9D3xn56Q3ng</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/8688eb2b-1193-4a5c-aa5b-07d4a3306c3b.jpg</video:thumbnail_loc><video:title>ma00 Rappels sur les matrices</video:title><video:description>ma00 Rappels sur les matrices</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/5089312a-ff29-4385-a02e-4746e40abb29</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/nFUz7hrPkKV95NAo4HuqaE</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/af3100be-e2be-40a0-a83a-5338ab5548e6.jpg</video:thumbnail_loc><video:title>ma02 Changement de repere</video:title><video:description>ma02 Changement de repere</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/afa2511a-eaa7-4d5d-9e21-c59fe619eee0</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/sEEQU4kNXtaieiQLxuRaPC</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/40fc61bb-136d-40d6-b63c-e392389e6240.jpg</video:thumbnail_loc><video:title>NTS - Génération procédurale : intro</video:title><video:description>Introduction au cours de Nouvelles Technologies et Société portant sur la génération procédurale.

Introduction to the class of New Technologies and Society on procedural generation.
Subtitles available in english.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/d7f3ce6a-1cf5-4d1c-a6b5-33621c1e98d6</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/2zXY2Jqm6rJhMhFtEWDRvn</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/28dddcd2-b88e-4785-a318-cb808fdc0394.jpg</video:thumbnail_loc><video:title>NTS - Génération procédurale : génération de nombres pseudo-aléatoires</video:title><video:description>Cours de Nouvelles Technologies et Société portant sur la génération procédurale. Vidéo dédiée à la génération de nombres aléatoires et pseudo-aléatoires.

Class of New Technologies and Society on procedural generation. Video dedicated to the generation of random and pseudo-random numbers.
Subtitles available in english.
</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/0cd72c61-7e0e-4e6b-8592-59d32a5b2db3</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/aJveeJA8ce8bXMYBVnEKTr</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/26525cf4-aedc-48ab-9782-afa35cd854cf.jpg</video:thumbnail_loc><video:title>NTS - Génération procédurale : Bruits et interpolation</video:title><video:description>Cours de Nouvelles Technologies et Société portant sur la génération procédurale. Vidéo dédiée à la génération de bruits et à l'interpolation.

Class of New Technologies and Society on procedural generation. Video dedicated to the generation of noises and to interpolation.
Subtitles available in english.
</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/4ed17fb2-11b8-4c32-94b8-731cb6d1a8d3</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/a87ABn5NBxYA3L7zydgdmg</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/7982e84b-33cc-42ca-b36f-807f9f75fb82.jpg</video:thumbnail_loc><video:title>NTS - Génération procédurale : Triangulation de Delaunay et Diagrammes de Voronoï</video:title><video:description>Cours de Nouvelles Technologies et Société portant sur la génération procédurale. Vidéo dédiée à la triangulation de Delaunay et aux diagrammes de Voronoï.

Class of New Technologies and Society on procedural generation. Video dedicated to Delaunay triangulation and Voronoï diagrams.
Subtitles available in english.
</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/49e0850b-3a56-490c-9896-4416bf40809f</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/7wuaVkkg4W6qdsZtJdBfsY</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/88d2ad1c-e838-4b12-8d9f-eb9d86fb7cb7.jpg</video:thumbnail_loc><video:title>NTS - Génération procédurale : Chaînes de Markov</video:title><video:description>Cours de Nouvelles Technologies et Société portant sur la génération procédurale. Vidéo dédiée à la génération de contenu à l'aide de chaînes de Markov.

Class of New Technologies and Society on procedural generation. Video dedicated to content generation by Markov chains. 
Subtitles available in english.
</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/34d8818d-ed64-4a55-9956-4a704d0593cc</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/nQVdcT73vYzBfgQqZDwKJ4</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/69d59aa9-0ccc-4af0-a8e9-bc469e1aaf57.jpg</video:thumbnail_loc><video:title>Séminaire AA du 26/10/22 - The Geometry of Reachability in Continuous Vector Addition Systems wit...</video:title><video:description>*** Guillermo Perez ***

The Geometry of Reachability in Continuous Vector Addition Systems with States

Abstract:

We study the geometry of reachability sets of continuous vector addition systems with states (VASS). In particular we establish that they are almost Minkowski sums of convex cones and zonotopes generated by the vectors labelling the transitions of the VASS. We use the latter to prove that short so-called linear path schemes suffice as witnesses of reachability in continuous VASS of fixed dimension. Then, we give new polynomial-time algorithms for the reachability problem for linear path schemes. Finally, we also establish that enriching the model with zero tests makes the reachability problem intractable already for linear path schemes of dimension two.

A teaser video for (presentations about) this work is available online: https://youtu.be/pbZnhTc9zss</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/b0e467a8-45c5-4775-a5de-0875a28fe033</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/toVh61JXaxNUdxBViUpRvD</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/029ca4a2-21e1-4027-9de6-3ea94a446a0a.jpg</video:thumbnail_loc><video:title>Séminaire AA du 26/10/22 - Learning Realtime One-Counter Automata</video:title><video:description>*** Gaëtan Staquet ***

Learning Realtime One-Counter Automata

Abstract:

We present a new learning algorithm for realtime one-counter automata. Our algorithm uses membership and equivalence queries as in Angluin's L* algorithm, as well as counter value queries and partial equivalence queries. In a partial equivalence query, we ask the teacher whether the language of a given finite-state automaton coincides with a counter-bounded subset of the target language. We evaluate an implementation of our algorithm on a number of random benchmarks and on a use case regarding efficient JSON-stream validation.</video:description><video:player_loc>https://peertube.lre.epita.fr/videos/embed/ddd9f0aa-09dd-472d-96e0-c3ae5067fcd3</video:player_loc></video:video></url><url><loc>https://peertube.lre.epita.fr/w/7czBsh9sE2xMbEtrHQLJhX</loc><video:video><video:thumbnail_loc>https://peertube.lre.epita.fr/static/thumbnails/5e5fb0db-f94f-4cfc-aff6-5bd378e6d130.jpg</video:thumbnail_loc><video:title>Courte présentation de Spot</video:title><video:description>Réalisée pour la visite de la Hcéres en 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