Видеотека: А. Л. Смирнов, A non-commutative tensor square of $\mathbb Z$ and the Riemann Hypothesis

ВИДЕОТЕКА


“Numbers and functions” – Memorial conference for 80th birthday of Alexey Nikolaevich Parshin 1 декабря 2022 г. 11:00, Moscow, Steklov Mathematical Institute of RAS, 8, Gubkina str., room 104

A non-commutative tensor square of $\mathbb Z$ and the Riemann Hypothesis A. L. Smirnov
Аннотация: For effective applications of the absolute geometry in arithmetic we need a nontrivial absolute tensor square of $\mathbb Z$. However all the known constructions lead to trivial squares. To improve the situation one may try to use a non-commutative tensor square instead. But there is no consideration to imitate in this case. In the talk we are going to present a relation between the RH and an $NC$-tensor product. Язык доклада: английский