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Idealehttps://tube.mathe.social/media/streaming-playlists/hls/536cc567-e4b4-4c3e-bf09-935066c154dc/0d6096a8-ab6f-4d13-996c-a89184d24092-master.m3u8https://tube.mathe.social/videos/embed/biuMCqdDCoFpjRgoJq6WvJ2356022025-11-29T22:11:19.368ZAlgebraMatheYESVorlesung AlgebraNOhttps://tube.mathe.social/w/9RcTMLfh8SarsH1wyN4XHKhttps://tube.mathe.social/lazy-static/thumbnails/57ee807f-5cd4-4498-bc61-02db7c729697.jpg27 spezielle Ideale und Ringe27 spezielle Ideale und Ringehttps://tube.mathe.social/media/streaming-playlists/hls/47a7e21e-8be4-4994-b952-ff26fbfb2c09/6a9f44b0-6512-4d46-84c5-2b5fa63fb830-master.m3u8https://tube.mathe.social/videos/embed/9RcTMLfh8SarsH1wyN4XHK2905012025-11-30T09:37:01.349ZmathealgebraYESVorlesung AlgebraNOhttps://tube.mathe.social/w/6EsDtYe4gvuZc3Sw7c15omhttps://tube.mathe.social/lazy-static/thumbnails/a13889ee-987d-4788-9f15-e7e5da859fe2.jpg28 Teilbarkeit in Ringen28 Teilbarkeit in Ringenhttps://tube.mathe.social/media/streaming-playlists/hls/2ddc60bd-8975-4961-baeb-cf667fed8790/f37fd29a-23b7-496e-91e3-4139a5d8bfc1-master.m3u8https://tube.mathe.social/videos/embed/6EsDtYe4gvuZc3Sw7c15om2350032025-11-30T10:39:08.303ZmathealgebraYESVorlesung AlgebraNOhttps://tube.mathe.social/w/hUPXZ3A3PuLFg8CkeY9Pqfhttps://tube.mathe.social/lazy-static/thumbnails/88768cc4-c290-4a86-ab4f-21f91b0b3027.jpg29 Irreduzible Polynome29 Irreduzible Polynomehttps://tube.mathe.social/media/streaming-playlists/hls/88f27448-1826-41bd-a74a-3c660100aeba/ddffe36e-8efe-4f6a-92e9-ec2ec6b97650-master.m3u8https://tube.mathe.social/videos/embed/hUPXZ3A3PuLFg8CkeY9Pqf2679002025-11-30T11:20:03.177ZalgebramatheYESVorlesung AlgebraNOhttps://tube.mathe.social/w/mffXSukASaAz3unRRWEAX4https://tube.mathe.social/lazy-static/thumbnails/19f5a73f-f3ed-4433-9140-f79eacc9a2e8.jpgTafelwischen aber richtigMathematiker*innen legen sehr viel Wert auf eine gut gewischte Tafel. Deshalb: nass abwischen und dann abziehen!
Hält man dabei den Schwamm unter den Abzieher, macht man keine große Pfütze unter der Tafel. So wird's gemacht.https://tube.mathe.social/media/streaming-playlists/hls/a3f4684d-6cd0-45be-a9cf-7802a3ead4f1/b3784734-c32f-469e-beb2-b466b4a7dab3-master.m3u8https://tube.mathe.social/videos/embed/mffXSukASaAz3unRRWEAX44501452025-11-30T11:23:10.288ZmatheshortYEStomkalei_mainNOhttps://tube.mathe.social/w/qemwUkr8v72Y4jWppSiNwZhttps://tube.mathe.social/lazy-static/thumbnails/65ec47e0-01e0-4937-abe4-5871cd18d2f0.jpg30 Körper sind auch nur Ringe30 Körper sind auch nur Ringehttps://tube.mathe.social/media/streaming-playlists/hls/c438a690-1e64-4ff9-a129-fd384ce08d65/2ccf9ba3-d6ea-4f0c-adef-f466b2d97c32-master.m3u8https://tube.mathe.social/videos/embed/qemwUkr8v72Y4jWppSiNwZ3849002025-11-30T12:23:51.481ZmathealgebraYESVorlesung AlgebraNOhttps://tube.mathe.social/w/2fcmrc4SpmToCRZ3YSBuBWhttps://tube.mathe.social/lazy-static/thumbnails/fa63e9d2-19d8-4b25-8439-a96fa22cd932.jpg31 Adjunktion von Wurzeln31 Adjunktion von Wurzelnhttps://tube.mathe.social/media/streaming-playlists/hls/0a148c2c-7348-4c1c-a820-5e63fd7c1fac/b62f78e1-741e-4345-bda9-af273c3a799d-master.m3u8https://tube.mathe.social/videos/embed/2fcmrc4SpmToCRZ3YSBuBW2759012025-11-30T12:46:04.940ZmathealgebraYESVorlesung AlgebraNOhttps://tube.mathe.social/w/fhPs1Jp9R7ToQNFytQh9Yjhttps://tube.mathe.social/lazy-static/thumbnails/a45204f3-b514-4298-b39a-f2b05843ee8b.jpg32 Minimalpolynom32 Minimalpolynomhttps://tube.mathe.social/media/streaming-playlists/hls/73b9152d-f8b5-402e-8a30-07ee8e4652c2/17434f8c-b69e-4260-afa8-9843ad1cf8bd-master.m3u8https://tube.mathe.social/videos/embed/fhPs1Jp9R7ToQNFytQh9Yj1799002025-11-30T13:12:03.724ZmathealgebraYESVorlesung AlgebraNOhttps://tube.mathe.social/w/vwVTd82FuBBCcY6RLQGBVshttps://tube.mathe.social/lazy-static/thumbnails/197407fa-a386-4b05-bfda-02543baf6e52.jpg33 Quadratische Erweiterungen33 Quadratische Erweiterungenhttps://tube.mathe.social/media/streaming-playlists/hls/ef2a8a6f-9358-4e71-9c90-71e566872d88/a571b56c-690c-4951-b69d-87375f45273d-master.m3u8https://tube.mathe.social/videos/embed/vwVTd82FuBBCcY6RLQGBVs832022025-11-30T13:23:50.118ZmathealgebraYESVorlesung AlgebraNOhttps://tube.mathe.social/w/nex3sZEE9JBzMSz7D9Vdqwhttps://tube.mathe.social/lazy-static/thumbnails/e3fb19cf-8642-4b55-a02b-a23534993856.jpg34 Gradformel34 Gradformelhttps://tube.mathe.social/media/streaming-playlists/hls/abf3b624-81f4-4efa-b85b-f2c547541626/eafb1674-9892-4e2b-89bc-53818ab23b12-master.m3u8https://tube.mathe.social/videos/embed/nex3sZEE9JBzMSz7D9Vdqw1547002025-11-30T14:04:35.895ZmathealgebraYESVorlesung AlgebraNOhttps://tube.mathe.social/w/rDEUsvfLLJUKAPcVfMJQGNhttps://tube.mathe.social/lazy-static/thumbnails/92730ddb-355d-4d09-b7c0-41129a1314bf.jpg35 Algebraisch VS endlich VS endlich erzeugt35 Algebraisch VS endlich VS endlich erzeugthttps://tube.mathe.social/media/streaming-playlists/hls/cfb6f631-c510-457f-92fb-6b56da2bb2de/83cb79f0-bfb0-4df4-b003-c38be0f1c8c2-master.m3u8https://tube.mathe.social/videos/embed/rDEUsvfLLJUKAPcVfMJQGN2102022025-11-30T14:22:02.586ZmathealgebraYESVorlesung AlgebraNOhttps://tube.mathe.social/w/6eaDK7iTSUuxgvuZM4rC6chttps://tube.mathe.social/lazy-static/thumbnails/2d422305-bcdb-48cf-a305-52edb1bcef3d.jpg36 Zirkel und Lineal36 Zirkel und Linealhttps://tube.mathe.social/media/streaming-playlists/hls/2a544f4e-9dd0-4b61-b293-c893a2f645b5/af22c12f-dd0c-4053-85db-204281e55961-master.m3u8https://tube.mathe.social/videos/embed/6eaDK7iTSUuxgvuZM4rC6c3397032025-11-30T16:43:41.204ZalgebramatheYESVorlesung AlgebraNOhttps://tube.mathe.social/w/2a3pJhDmStKurDtYjBn52fhttps://tube.mathe.social/lazy-static/thumbnails/96e218bc-89d0-4390-90c2-ac440d33a655.jpg37 Zerfällungskörper und algebraischer Abschluss37 Zerfällungskörper und algebraischer Abschlusshttps://tube.mathe.social/media/streaming-playlists/hls/095c5138-3b41-48b7-8979-b66f7f92c910/a13e2d43-2c24-49cb-899d-82623db2f986-master.m3u8https://tube.mathe.social/videos/embed/2a3pJhDmStKurDtYjBn52f2994012025-11-30T17:08:04.817ZmathealgebraYESVorlesung AlgebraNOhttps://tube.mathe.social/w/auYY4EJroNZ94zYibQY8Vfhttps://tube.mathe.social/lazy-static/thumbnails/fb209b2e-3d91-4106-b012-02f6955245ec.jpg38 Endliche Körper38 Endliche Körperhttps://tube.mathe.social/media/streaming-playlists/hls/4cee2e2f-f365-4510-bcb8-fb40e958994c/97cfa21b-73e1-4d81-aa62-24f710971505-master.m3u8https://tube.mathe.social/videos/embed/auYY4EJroNZ94zYibQY8Vf2218012025-11-30T17:42:08.570ZmathealgebraYESVorlesung AlgebraNOhttps://tube.mathe.social/w/rp4RdMXDzMZWdNKtceKwiZhttps://tube.mathe.social/lazy-static/thumbnails/aecde299-7673-4740-88c4-56de0fb752c8.jpg39 Hauptsatz der Galoistheorie39 Hauptsatz der Galoistheoriehttps://tube.mathe.social/media/streaming-playlists/hls/cdacf1ec-55ba-49d0-87d3-9fafb7b4acf3/bf797e0e-ef0b-4148-8c83-96ccdb051130-master.m3u8https://tube.mathe.social/videos/embed/rp4RdMXDzMZWdNKtceKwiZ2385042025-11-30T20:15:22.229ZmathealgebraYESVorlesung AlgebraNOhttps://tube.mathe.social/w/a7CU6kpnEFfTEqoGvf5RaQhttps://tube.mathe.social/lazy-static/thumbnails/d5affae1-8ced-475f-9ab1-5385be7515cd.jpgFundamentalsatz über PolynomeMein hot take zum sogenannten Fundamentalsatz der Algebra: Er sollte Fundamentalsatz über Polynome heißen.https://tube.mathe.social/media/streaming-playlists/hls/49cf7329-0bfe-40d2-a70c-6476a7f799be/0d9b292d-cd73-44d5-98b0-bc83d3be838f-master.m3u8https://tube.mathe.social/videos/embed/a7CU6kpnEFfTEqoGvf5RaQ685722025-12-12T13:15:08.507Z#mathe#algebra#polynom#shortYEStomkalei_mainNOhttps://tube.mathe.social/w/3WVE1FtSfvrMCFGX7VRJcGhttps://tube.mathe.social/lazy-static/thumbnails/99911f49-6757-4af9-848f-10145b033d5d.jpgEine kurze Geschichte der NullIn diesem Vortrag beleuchte ich einige Aspekte der Geschichte der Zahl Null und ihres immensen Nutzens für die Mathematik.
Der Vortrag fand 2021 im Rahmen einer Ringvorlesung "Geschichte der Mathematik" statt und wurde 2025 als Video aufgearbeitet.https://tube.mathe.social/media/streaming-playlists/hls/17dd81d7-d41d-4751-8c5c-70b4e794f906/44be8e7f-ef75-49f5-9bc4-98efbf8942dc-master.m3u8https://tube.mathe.social/videos/embed/3WVE1FtSfvrMCFGX7VRJcG33660562025-12-19T14:50:04.973ZmathevorlesungYEStomkalei_mainNOhttps://tube.mathe.social/w/8DdKxVvx3B13VuzDHHopcohttps://tube.mathe.social/lazy-static/thumbnails/a591af41-eaea-47fe-a451-d5b0248c79d1.jpgEIG057 Tier List: Notation (mit Mathias)Zum Jahresabschluss 2025 gönnen wir uns noch ein wenig Spaß: Mathias und ich sortieren gängige mathematische Notation in einer Tier-List.
Dieses Video ist eine Podcast-Aufnahme für den Eigenraum. Die Episodenseite ist hier:
https://eigenpod.de/eig057-tier-list-notation-mit-mathias/https://tube.mathe.social/media/streaming-playlists/hls/3de2591d-de43-45a4-ab00-499610015630/9b78bf5d-523b-40c6-8d71-522cb8519227-master.m3u8https://tube.mathe.social/videos/embed/8DdKxVvx3B13VuzDHHopco748201232025-12-28T19:31:33.567ZmathenotationpodcasteigenraumYEStomkalei_mainNOhttps://tube.mathe.social/w/7BrGpsysMhj6qTsCPgpJgVhttps://tube.mathe.social/lazy-static/thumbnails/79fad730-c7b1-4ab1-a169-81551534e680.jpgFarbkreideBenutzen wir zu wenig Farbkreide?https://tube.mathe.social/media/streaming-playlists/hls/3589b334-8027-4146-bdd9-cc5a63db7a6b/a6826a5e-1862-4a2a-9de6-6aac46683257-master.m3u8https://tube.mathe.social/videos/embed/7BrGpsysMhj6qTsCPgpJgV285782026-01-05T14:48:26.012ZmathekreideshortYEStomkalei_mainNOhttps://tube.mathe.social/w/41PHTdpGDHiG414xYW1NzBhttps://tube.mathe.social/lazy-static/thumbnails/55bc14c6-c9d9-4635-8321-9db4536bcb0b.jpgKolakoskis FolgeKolakoskis Folge erzeugt sich mit einem einfachen Algorithmus selbst. Sie ist die zweite Folge in der OEIS:
https://oeis.org/A000002https://tube.mathe.social/media/streaming-playlists/hls/1868d366-6f52-4471-9844-1076fadb27b5/3c50ab3f-bc05-438b-8c53-f8767d3bef11-master.m3u8https://tube.mathe.social/videos/embed/41PHTdpGDHiG414xYW1NzB1175362026-01-14T14:08:44.422ZshortmatheoeisYEStomkalei_mainNOhttps://tube.mathe.social/w/rtX66ED3HgMLdGW9k3Fvoahttps://tube.mathe.social/lazy-static/thumbnails/d1ffa9b6-617d-45fd-a517-bf2958cd75ff.jpgKolakoski-Folge und Golomb-Folge am LightboardNochmal etwas zu selbst-erzeugenden Folgen, diesmal am Lightboard.https://tube.mathe.social/media/streaming-playlists/hls/ce5b7f56-3156-49de-9293-5c81a943c431/24602cf2-8998-41fd-9b1a-8e891fd7b202-master.m3u8https://tube.mathe.social/videos/embed/rtX66ED3HgMLdGW9k3Fvoa2105482026-01-16T11:57:13.136ZshortmathelightboardYEStomkalei_mainNOhttps://tube.mathe.social/w/6S9CCiTAauwuYtSvCpbF97https://tube.mathe.social/lazy-static/thumbnails/04d3cbee-970a-47c0-af4c-398b767f7af9.jpgHypno Star 😵💫It's a real object with no video editing.https://tube.mathe.social/media/streaming-playlists/hls/2f7e337d-edb4-42a9-aa9c-43843b6a2c12/85efbea9-f594-47ee-8f4a-e8315cd4afec-master.m3u8https://tube.mathe.social/videos/embed/6S9CCiTAauwuYtSvCpbF97105192026-02-15T18:00:48.192ZshortweirdYEStomkalei_mainNOhttps://tube.mathe.social/w/58nz7Z9eAYbct3kjxpkDQ5https://tube.mathe.social/lazy-static/thumbnails/2040818b-ce92-45e6-81d9-55a882970602.jpgVorlesung Algebra 2, no 18: n-Eck(veröffentlicht auf dem Fediday 2)https://tube.mathe.social/media/streaming-playlists/hls/216c0dfd-feb1-4e78-9246-eca08d67a0e0/3b7c1005-f0a0-4d71-affe-5c2aad8078e1-master.m3u8https://tube.mathe.social/videos/embed/58nz7Z9eAYbct3kjxpkDQ550950162026-03-30T10:12:54.642ZmathevorlesungYEStomkalei_mainNOhttps://tube.mathe.social/w/nLUs6cFv8QgBm4qRa56jLkhttps://tube.mathe.social/lazy-static/thumbnails/936cd7e1-5745-4307-9517-ec0087134159.jpgThe trefoil is trivial!A knotholder trick as introduced in the paper:
**All knots are trivial: a "proof" by sleight of hand**, by Raphael Appenzeller and José Pedro Quintanilha, https://arxiv.org/abs/2604.13799
Filmed at the Heidelberg Experimental Geometry Lab [HEGL](https://hegl.mathi.uni-heidelberg.de/).
https://tube.mathe.social/media/streaming-playlists/hls/b054f60a-109b-46bb-b12b-19e012a30d7b/434019a3-1b3f-4f65-ae04-15707d10eaba-master.m3u8https://tube.mathe.social/videos/embed/nLUs6cFv8QgBm4qRa56jLk105102026-04-17T14:08:03.441ZmathknotsmagicYESra_mainNOhttps://tube.mathe.social/w/97ktiDKePGTeDe8mRnWFFZhttps://tube.mathe.social/lazy-static/thumbnails/7c97b69c-9d55-4761-aa20-115163c7bf03.jpgThe figure-eight knot is trivial!A knotholder trick as introduced in the paper:
**All knots are trivial: a "proof" by sleight of hand**, by Raphael Appenzeller and José Pedro Quintanilha, https://arxiv.org/abs/2604.13799
Filmed at the Heidelberg Experimental Geometry Lab [HEGL](https://hegl.mathi.uni-heidelberg.de/).https://tube.mathe.social/media/streaming-playlists/hls/41ab9239-2906-4f6f-a1bd-12a8b830a56b/8fb5f370-d44e-475e-9114-e4e7bc09ffff-master.m3u8https://tube.mathe.social/videos/embed/97ktiDKePGTeDe8mRnWFFZ10522026-04-17T14:10:55.827ZmathknotsmagicYESra_mainNOhttps://tube.mathe.social/w/8vTjeg8HmSN8ZV4rrvNDechttps://tube.mathe.social/lazy-static/thumbnails/db903312-5d70-4a0a-aa90-3314f876af15.jpgThe (5,2)-torus knot is trivial!A knotholder trick as introduced in the paper:
**All knots are trivial: a "proof" by sleight of hand**, by Raphael Appenzeller and José Pedro Quintanilha, https://arxiv.org/abs/2604.13799
Filmed at the Heidelberg Experimental Geometry Lab [HEGL](https://hegl.mathi.uni-heidelberg.de/).https://tube.mathe.social/media/streaming-playlists/hls/3cdc29db-5193-477e-b08a-552ef2cbfa91/32e4f298-5f38-408c-92ce-66eda72332f4-master.m3u8https://tube.mathe.social/videos/embed/8vTjeg8HmSN8ZV4rrvNDec120312026-04-17T14:12:54.478ZmathknotsmagicYESra_mainNOhttps://tube.mathe.social/w/s7UyTAbjN7nLLJut81i1Jkhttps://tube.mathe.social/lazy-static/thumbnails/7351112a-3535-4589-a839-806231c18eb8.jpgThe three-twist knot is trivial!A knotholder trick as introduced in the paper:
**All knots are trivial: a "proof" by sleight of hand**, by Raphael Appenzeller and José Pedro Quintanilha, https://arxiv.org/abs/2604.13799
Filmed at the Heidelberg Experimental Geometry Lab [HEGL](https://hegl.mathi.uni-heidelberg.de/).https://tube.mathe.social/media/streaming-playlists/hls/d38476a0-2975-4c17-8da4-920bcb16465f/6543fe93-85fe-421c-b77a-7d4dce27c662-master.m3u8https://tube.mathe.social/videos/embed/s7UyTAbjN7nLLJut81i1Jk135422026-04-17T14:14:23.398ZmathknotsmagicYESra_mainNOhttps://tube.mathe.social/w/3D3BRrnQtaHCXBtJhmUyKNhttps://tube.mathe.social/lazy-static/thumbnails/dbf8c361-ce21-428e-acc2-048d4c372874.jpgThe stevedore knot is trivial!A knotholder trick as introduced in the paper:
**All knots are trivial: a "proof" by sleight of hand**, by Raphael Appenzeller and José Pedro Quintanilha, https://arxiv.org/abs/2604.13799
Filmed at the Heidelberg Experimental Geometry Lab [HEGL](https://hegl.mathi.uni-heidelberg.de/).https://tube.mathe.social/media/streaming-playlists/hls/155e6909-56a3-4b4a-8310-848200a740cc/07be5314-db1b-4ffd-a166-50736fd252cc-master.m3u8https://tube.mathe.social/videos/embed/3D3BRrnQtaHCXBtJhmUyKN150222026-04-17T14:18:03.877ZmathknotsmagicYESra_mainNOhttps://tube.mathe.social/w/qZLFeAdAXdweJLyQU8XZMWhttps://tube.mathe.social/lazy-static/thumbnails/0c82f834-426f-45eb-a07d-5f3d7d46f52d.jpgThe 6_2 knot is trivial!A knotholder trick as introduced in the paper:
**All knots are trivial: a "proof" by sleight of hand**, by Raphael Appenzeller and José Pedro Quintanilha, https://arxiv.org/abs/2604.13799
Filmed at the Heidelberg Experimental Geometry Lab [HEGL](https://hegl.mathi.uni-heidelberg.de/).https://tube.mathe.social/media/streaming-playlists/hls/ca6c416d-3388-4bec-ae84-ae8b1ae925f4/6147a207-370f-435d-b1fb-b717edd346c2-master.m3u8https://tube.mathe.social/videos/embed/qZLFeAdAXdweJLyQU8XZMW140202026-04-17T14:19:12.126ZmathknotsmagicYESra_mainNOhttps://tube.mathe.social/w/a596WfWjY5DdYJYppGfpWohttps://tube.mathe.social/lazy-static/thumbnails/363b1127-4f41-4ff2-972e-ad4f96c96f07.jpgThe 6_3 knot is trivial!A knotholder trick as introduced in the paper:
**All knots are trivial: a "proof" by sleight of hand**, by Raphael Appenzeller and José Pedro Quintanilha, https://arxiv.org/abs/2604.13799
Filmed at the Heidelberg Experimental Geometry Lab [HEGL](https://hegl.mathi.uni-heidelberg.de/).https://tube.mathe.social/media/streaming-playlists/hls/4976375c-edd0-4c2c-a722-cea701e8d25e/b854afb6-cdaf-4129-98f6-4d2508e74695-master.m3u8https://tube.mathe.social/videos/embed/a596WfWjY5DdYJYppGfpWo130192026-04-17T14:20:17.010ZmathknotsmagicknotholderYESra_mainNOhttps://tube.mathe.social/w/pguuAPNtkhdVsM7qrETHejhttps://tube.mathe.social/lazy-static/thumbnails/680291b0-f9fe-4dc9-81c9-79a5498ed806.jpgThe connected sum of two trefoil knots is trivial!A knotholder trick as introduced in the paper:
**All knots are trivial: a "proof" by sleight of hand**, by Raphael Appenzeller and José Pedro Quintanilha, https://arxiv.org/abs/2604.13799
Filmed at the Heidelberg Experimental Geometry Lab [HEGL](https://hegl.mathi.uni-heidelberg.de/).https://tube.mathe.social/media/streaming-playlists/hls/bc6be7bd-5ad7-4451-9444-8be5cd539ac0/c125db1c-15f9-416d-939c-d2ea24d468db-master.m3u8https://tube.mathe.social/videos/embed/pguuAPNtkhdVsM7qrETHej180302026-04-17T14:21:14.719ZmathknotsmagicYESra_mainNOhttps://tube.mathe.social/w/2Sed7uf5XtQ786sNUUmx8Ahttps://tube.mathe.social/lazy-static/thumbnails/5a1665d5-0827-4e1a-af6e-14da66d8f966.jpgThe square knot is trivial!A knotholder trick as introduced in the paper:
**All knots are trivial: a "proof" by sleight of hand**, by Raphael Appenzeller and José Pedro Quintanilha, https://arxiv.org/abs/2604.13799
Filmed at the Heidelberg Experimental Geometry Lab [HEGL](https://hegl.mathi.uni-heidelberg.de/).https://tube.mathe.social/media/streaming-playlists/hls/0f1c77a6-b5dd-4a6f-8dd9-9c78c9694374/f6743398-e11c-44d5-939c-89fbe176bc88-master.m3u8https://tube.mathe.social/videos/embed/2Sed7uf5XtQ786sNUUmx8A130382026-04-17T14:22:13.844ZmathknotsmagicknotholderYESra_mainNOhttps://tube.mathe.social/w/3GizuQwAQQgQgd6q4UNVqshttps://tube.mathe.social/lazy-static/thumbnails/6c38dcab-ba8d-4e48-bbfe-ecd712a68552.jpgAgentic AI vs Uni - Tag der Lehre 2026Vortrag "Agentic AI vs. Uni" beim Tag der Lehre 2026 an der OvGU Magdeburg.
Slides zum Download: https://thomas-kahle.de/assets/pdf/tag-der-lehre-2026.pdfhttps://tube.mathe.social/media/streaming-playlists/hls/15d2dc54-5faa-4809-81df-9aa7d658adce/694ca663-84d8-4c91-ad64-a56c27a24a7d-master.m3u8https://tube.mathe.social/videos/embed/3GizuQwAQQgQgd6q4UNVqs28965902026-06-10T18:34:29.718Z#aiYEStomkalei_mainNOhttps://tube.mathe.social/w/pmMbniHYn4K8d8iRGC1Db8https://tube.mathe.social/lazy-static/thumbnails/a0f422f7-c66f-4a2c-a8bb-335f3820676c.jpgThe Hopf link is trivial?Are all links trivial, if you allow multiple magicians?
All knots are trivial: a "proof" by sleight of hand, by Raphael Appenzeller and José Pedro Quintanilha, [arxiv:2604.13799](https://arxiv.org/abs/2604.13799).
Filmed at the Heidelberg Experimental Geometry Lab [HEGL](https://hegl.mathi.uni-heidelberg.de/).
https://tube.mathe.social/media/streaming-playlists/hls/bd28e82f-50a0-4fa3-8f50-72f391ef677f/f777d08c-434c-4629-8d94-19e7cbc09f12-master.m3u8https://tube.mathe.social/videos/embed/pmMbniHYn4K8d8iRGC1Db880142026-06-11T17:36:14.755ZmathknotlinkmagicscienceYESra_mainNOhttps://tube.mathe.social/w/5uNZU27W8LNhj4ZTGn3z6Rhttps://tube.mathe.social/lazy-static/thumbnails/268f4e1a-7859-4448-b8a2-9f25f6a94842.jpgThe Whitehead link is trivial?Are all links trivial, if you allow multiple magicians?
All knots are trivial: a "proof" by sleight of hand, by Raphael Appenzeller and José Pedro Quintanilha, [arxiv:2604.13799](https://arxiv.org/abs/2604.13799).
Filmed at the Heidelberg Experimental Geometry Lab [HEGL](https://hegl.mathi.uni-heidelberg.de/).https://tube.mathe.social/media/streaming-playlists/hls/246a5808-bee5-4eee-8027-9df19be956d7/3be891a1-ae95-471e-9d36-9f299f5f2006-master.m3u8https://tube.mathe.social/videos/embed/5uNZU27W8LNhj4ZTGn3z6R190102026-06-12T13:03:58.733ZmathknotsmagicknotholderlinkYESra_mainNOhttps://tube.mathe.social/w/rzxDtYrazfPL6jrpKvLjZZhttps://tube.mathe.social/lazy-static/thumbnails/172972a9-8e8d-4f65-901c-c0a3c2b1113f.jpgInterviews with OSCAR developersOSCAR is an innovative Open Source Computer Algebra Research system that powers cutting-edge computations in algebra, geometry, and number theory. Written in Julia, OSCAR brings together powerful tools from diverse mathematical areas to tackle even the most complex computations.
https://www.oscar-system.org/https://tube.mathe.social/media/streaming-playlists/hls/cf23837b-6c39-4b62-a41d-a148cae7277b/cdfbb7d8-aa5f-41b1-926c-dacab11e122e-master.m3u8https://tube.mathe.social/videos/embed/rzxDtYrazfPL6jrpKvLjZZ3845752026-06-30T12:27:07.646Zcomputer algebraYESoscar_mainNOhttps://tube.mathe.social/w/nfRPyed3BGt8EX1jEysjhxhttps://tube.mathe.social/lazy-static/thumbnails/5b99126b-e710-4259-bc1b-57ae5cec4350.jpgMeeting the real OSCAR: Ehrhart theoryThe real OSCAR tells you how to make computations in Ehrhart theory.
OSCAR is an innovative Open Source Computer Algebra Research system that powers cutting-edge computations in algebra, geometry, and number theory. Written in Julia, OSCAR brings together powerful tools from diverse mathematical areas to tackle even the most complex computations.
https://www.oscar-system.org/https://tube.mathe.social/media/streaming-playlists/hls/ac2306fa-7983-471f-a5e9-fa4b2750e797/1be08f53-2f5a-4694-ada4-ea5ab88bbb7c-master.m3u8https://tube.mathe.social/videos/embed/nfRPyed3BGt8EX1jEysjhx405642026-06-30T12:27:09.390Zcomputer algebraYESoscar_mainNOhttps://tube.mathe.social/w/tGevrRaSgJadGJtCUkJ8LXhttps://tube.mathe.social/lazy-static/thumbnails/103bf124-3af9-422b-9af4-35c75c857ffc.jpgMeeting the real OSCAR: Galois theoryThe real OSCAR tells you about computations in Galois theory.
OSCAR is an innovative Open Source Computer Algebra Research system that powers cutting-edge computations in algebra, geometry, and number theory. Written in Julia, OSCAR brings together powerful tools from diverse mathematical areas to tackle even the most complex computations.
https://www.oscar-system.org/https://tube.mathe.social/media/streaming-playlists/hls/e044d1ab-a7fb-4ed9-bbbb-f6e2c2911beb/720804dd-05a7-4b9b-b80e-0a35af35e8c7-master.m3u8https://tube.mathe.social/videos/embed/tGevrRaSgJadGJtCUkJ8LX365732026-06-30T12:30:17.766Zcomputer algebraYESoscar_mainNOhttps://tube.mathe.social/c/tomkalei_main/videoshttps://tube.mathe.social/c/vl_algebra/videoshttps://tube.mathe.social/c/ra_main/videoshttps://tube.mathe.social/c/oscar_main/videoshttps://tube.mathe.social/a/tomkalei/video-channelshttps://tube.mathe.social/a/ra/video-channelshttps://tube.mathe.social/a/oscar/video-channels