Peter Scholze (Universität Bonn) - Condensed Mathematics (2019) Published 2019-10-07 Download video MP4 360p Recommendations 09:36 Fields-Medaille für Peter Scholze. Michael Rapoport gratuliert 03:44 Fields Medal: Peter Scholze 1:30:10 RM I - 05 - Differentialrechnung 1 Ableitung, Differentiationsregeln, höhere Ableitungen 07:55 Mathematicians vs. Physics Classes be like... 10:55 Interview at CIRM : Peter Scholze 03:44 Fields Medal — Peter Scholze — ICM2018 1:04:21 Talkrunde: Formalisierung der Mathematik - Wann führen Computer die Beweise? 48:42 "Ehre, Freude, Stolz": Peter Scholze ist zurück in Deutschland 49:10 17. Orthogonal Matrices and Gram-Schmidt 55:51 Peter Scholze: Locally symmetric spaces, and Galois representations 38:20 Thomas Tuchel - Der Ausbruch aus den Routinen 02:09 Interview Prof. Peter Scholze - Fields-Medaillenträger 22:08 Maximilian Janisch – Aus dem Leben eines Hochbegabten | Reportage | SRF 47:53 Peter Scholze, Cohomology of algebraic varieties 30:54 Zahlen und Geometrie. Antrittsvorlesung Prof. Peter Scholze 1:43:31 Peter SCHOLZE (oct 2011) - 1/6 Perfectoid Spaces and the Weight-Monodromy Conjecture 30:17 This Is the Calculus They Won't Teach You 56:30 Fields Medal Lecture: Period maps in p-adic geometry — Peter Scholze — ICM2018 Similar videos 1:05:20 Session 1: Condensed Mathematics Masterclass 00:37 Some of the major achievements of Peter Scholze in chronological order. 56:42 Interview with Peter Scholze 1:05:21 Session 5: Masterclass in Condensed Mathematics 1:00:09 Session 4: Masterclass in Condensed Mathematics 1:26:56 Peter Scholze - 1/3 The Langlands Program and the Moduli of Bundles on the Curve 57:38 Peter Scholze - Liquid vector spaces 1:05:10 Azat Miftakhov Day - Peter Scholze 14:48 Peter Scholze, The work of Bhargav Bhatt 1:01:21 Session 10: Masterclass in Condensed Mathematics 1:42:41 Peter Scholze - 2/24 Analytic Stacks 1:07:11 Peter Scholze - 2/3 The Langlands Program and the Moduli of Bundles on the Curve 1:55:17 Peter Scholze - 2/6 On the local Langlands conjectures for reductive groups over p-adic fields 00:28 PETER SCHOLZE : "There's always an infinite number of problems to be solved in Mathematics" || More results