3 problems

Maximal dimension conjecture for Kummer spaces in tensor products of cyclic algebras
Let $d$ be a positive integer, let $F$ be an infinite field of characteristic $0$ containing a primitive $d$ th root of unity, and let … be a division algebra, where each factor is…
openFrom paperscyclic-algebras division-algebras kummer-spaces
0 responses
4
Maximality conjecture for a family of $p^k$ -central spaces
Maximality conjecture. The $p^k$ -central space $V$ is maximal with respect to inclusion.
openFrom paperscentral-simple-algebras cyclic-algebras p-central-spaces
0 responses
5
Generation conjecture for tensor products of cyclic algebras
Generation conjecture. The algebra $A$ is generated by $X$ and $Y$ .
openFrom paperscentral-simple-algebras cyclic-algebras finite-linearizations
0 responses
4

Maximal dimension conjecture for Kummer spaces in tensor products of cyclic algebras