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  • The K-theory of Z/p^n

    Heidelberg, Mathematikon, SR 8 and Zoom INF 205, Heidelberg, Germany

    Talk 1: Introduction, background of K-theory and reduction steps – Marlon Kocher (Universität Heidelberg)

    The K-theory of Z/p^n

    Heidelberg, Mathematikon, SR 8 and Zoom INF 205, Heidelberg, Germany

    Talk 2: Prismatic cohomology relative to δ-rings - Marvin Schneider/Rustam Steingart (Universität Heidelberg)

    The K-theory of Z/p^n

    Heidelberg, Mathematikon, SR 8 and Zoom INF 205, Heidelberg, Germany

    Talk 3: The prismatic crystal - Marvin Schneider / Rustam Steingart (Universität Heidelberg)

  • The K-theory of Z/p^n

    Talk 4: The Nygaard filtration, syntomic cohomology and the prismatic package - Marvin Schneider / Rustam Steingart (Universität Heidelberg)

    The K-theory of Z/p^n

    Talk 5: Crystalline degeneration and relative-to-absolute descent I – Anna Blanco Cabanillas (Universität Heidelberg)

    The K-theory of Z/p^n

    Heidelberg, Mathematikon, SR 8 and Zoom INF 205, Heidelberg, Germany

    Talk 6: Prismatic envelopes – Otmar Venjakob (Universität Heidelberg)

  • The K-theory of Z/p^n

    Heidelberg, Mathematikon, SR 8 and Zoom INF 205, Heidelberg, Germany

    Talk 7: Generators and relations descriptions for the Nygaard filtration – Otmar Venjakob (Universität Heidelberg)

    The K-Theory of Z/p^n

    Heidelberg, Mathematikon, SR 8 and Zoom INF 205, Heidelberg, Germany

    Talk 8: Relative-to-absolute descent II – Speaker tba

    The K-Theory of Z/p^n

    Heidelberg, Mathematikon, SR 8 und Zoom , Germany

    Talk 9: Relative-to-absolute descent III – speaker tba

  • The K-Theory of Z/p^n

    Heidelberg, Mathematikon, SR 8 and Zoom INF 205, Heidelberg, Germany

    Talk 10: The even vanishing theorem – speaker tba

    The K-Theory of Z/p^n

    Heidelberg, Mathematikon, SR 8 and Zoom INF 205, Heidelberg, Germany

    Talk 11: An algorithm for syntomic cohomology (optional) - speaker tba