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Johannes Anschütz - 3/4 Introduction to Prismatic Cohomology
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Classroom Contents
Recent Advances in Algebraic K-theory - 2023 Summer School
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- 1 Georg Tamme - 1/3 Localizing Invariants and Algebraic K-theory
- 2 Johannes Anschütz - 1/4 Introduction to Prismatic Cohomology
- 3 Kerz Moritz - A Homotopical Approach to Crystalline Cohomology
- 4 Johannes Anschütz - 2/4 Introduction to Prismatic Cohomology
- 5 Georg Tamme - 2/3 Localizing Invariants and Algebraic K-theory
- 6 Elden Elmanto - 1/3 On the Motivic Cohomology of Schemes
- 7 Johannes Anschütz - 3/4 Introduction to Prismatic Cohomology
- 8 Georg Tamme - 3/3 Localizing Invariants and Algebraic K-theory
- 9 Thomas Nikolaus - Algebraic K-Theory in Geometric Topology
- 10 Johannes Anschütz - 4/4 Introduction to Prismatic Cohomology
- 11 Elden Elmanto - 2/3 On the Motivic Cohomology of Schemes
- 12 Arpon Raksit - Prismatic Cohomology of Commutative Ring Spectra
- 13 Elden Elmanto - 3/3 On the Motivic Cohomology of Schemes
- 14 Dustin Clausen - 1/3 Efimov K-theory
- 15 Shane Kelly - The Pro-cdh Topology
- 16 Ryomei Iwasa - 1/3 Motivic Stable Homotopy Theory
- 17 Dustin Clausen - 2/3 Efimov K-theory
- 18 Charanya Ravi - K-theoretic Localization Theorem
- 19 Ryomei Iwasa - 2/3 Motivic Stable Homotopy Theory
- 20 Dustin Clausen - 3/3 Efimov K-theory
- 21 Kristen Wickelgren - Gromov--Witten invariants in A1-homotopy theory
- 22 Achim Krausen - Prismatic Cohomology Relative Delta-Rings
- 23 Maria Yakerson - Twisted K-theory in Motivic Homotopy Theory
- 24 Ryomei Iwasa - 3/3 Motivic Stable Homotopy Theory
- 25 Kęstutis Česnavičius - Presentation Lemmas in Mixed Characteristic
