TY  - THES
AB  - We compute the total Chow-Witt rings of the classifying space Bµ_n of the roots of unity, as well as the products BG_m x Bµ_n and Bµ_m x Bµ_n for all m and n greater than or equal to 1 based on the strategy by di Lorenzo and Mantovani (2023) for Bµ_n with n even. Moreover we compute the total I^j-cohomology and Chow-Witt rings of the product of two projective spaces P^q x P^r for all q and r greater than or equal to 1, and of the product BG_m x BG_m.
AU  - Lachmann, Andrea
CY  - Wuppertal
DA  - 2025
DO  - 10.25926/BUW/0-873
DP  - Bergische Universität Wuppertal
KW  - Motivic Homotopy Theory
LA  - eng
N1  - Bergische Universität Wuppertal, Dissertation, 2025
PB  - Veröffentlichungen der Universität
PY  - 30. April 2025
SP  - 1 Online-Ressource (vi, 62 Seiten)
T2  - Mathematik und Informatik
TI  - Chow-Witt Rings for classifying spaces of products of multiplicative and cyclic groups
UR  - https://nbn-resolving.org/urn:nbn:de:hbz:468-2-5932
Y2  - 2026-01-17T22:40:02
ER  -