3 problems

Amitsur's conjecture on codimension growth of associative PI algebras
Amitsur's conjecture. The limit exists and belongs to $\mathbb Z_+$ .
openFrom papersassociative-algebras codimension-growth polynomial-identities
0 responses
3
Giambruno's polynomial exponent conjecture for basic PI algebras
Let $F$ be an algebraically closed field of characteristic zero. Let $A$ be a finite-dimensional basic algebra with Wedderburn–Malcev decomposition … where $J(A)$ is the Jacobson r…
openFrom papersassociative-algebras codimension-growth pi-algebras
0 responses
3
Bahturin–Zaicev codimension-growth inequality for finite group gradings
Bahturin–Zaicev conjecture. One has
solvedFrom paperscodimension-growth group-gradings polynomial-identities
0 responses
3

Amitsur's conjecture on codimension growth of associative PI algebras