AbstractWe study the exponential growth of the codimensions cn(L) of a finite-dimensional Lie algebra L over a field of characteristic zero. We show that if the solvable radical of L is nilpotent then limn→∞cn(L) exists and is an integer
The trace codimensions give a quantitative description of the identities satisfied by an algebra wit...
AbstractConsider a finite dimensional Lie algebra L with an action of a finite group G over a field ...
AbstractWe study the ∗-varieties of associative algebras with involution over a field of characteris...
AbstractWe study the exponential growth of the codimensions cn(L) of a finite-dimensional Lie algebr...
AbstractLet A be an algebra over a field F of characteristic zero and let cn(A), n=1,2,…, be its seq...
Let $A$ be an algebra over a field $F$ of characteristic zero and let $c_n(A),\ n=1,2,\ldots,$ be it...
AbstractLet F be a field of characteristic zero and let A be a finite dimensional algebra with invol...
AbstractLetAbe an associative PI-algebra over a fieldFof characteristic zero. By studying the expone...
AbstractThe exponent exp(A) of a PI-algebra A in characteristic zero is an integer and measures the ...
We study codimension growth of infinite dimensional Lie algebras over a field of characteristic zero...
AbstractLet F be a field of characteristic zero and let A be an F-algebra. The polynomial identities...
AbstractLet G be a finite abelian group and A a G-graded algebra over a field of characteristic zero...
The exponent $\mbox{exp}(A)$ of a PI-algebra $A$ in characteristic zero is an integer measuring the ...
AbstractLet cn(A), n=1,2,… , be the sequence of codimensions of an algebra A over a field F of chara...
We construct a non-associative algebra A over a field of characteristic zero with the following prop...
The trace codimensions give a quantitative description of the identities satisfied by an algebra wit...
AbstractConsider a finite dimensional Lie algebra L with an action of a finite group G over a field ...
AbstractWe study the ∗-varieties of associative algebras with involution over a field of characteris...
AbstractWe study the exponential growth of the codimensions cn(L) of a finite-dimensional Lie algebr...
AbstractLet A be an algebra over a field F of characteristic zero and let cn(A), n=1,2,…, be its seq...
Let $A$ be an algebra over a field $F$ of characteristic zero and let $c_n(A),\ n=1,2,\ldots,$ be it...
AbstractLet F be a field of characteristic zero and let A be a finite dimensional algebra with invol...
AbstractLetAbe an associative PI-algebra over a fieldFof characteristic zero. By studying the expone...
AbstractThe exponent exp(A) of a PI-algebra A in characteristic zero is an integer and measures the ...
We study codimension growth of infinite dimensional Lie algebras over a field of characteristic zero...
AbstractLet F be a field of characteristic zero and let A be an F-algebra. The polynomial identities...
AbstractLet G be a finite abelian group and A a G-graded algebra over a field of characteristic zero...
The exponent $\mbox{exp}(A)$ of a PI-algebra $A$ in characteristic zero is an integer measuring the ...
AbstractLet cn(A), n=1,2,… , be the sequence of codimensions of an algebra A over a field F of chara...
We construct a non-associative algebra A over a field of characteristic zero with the following prop...
The trace codimensions give a quantitative description of the identities satisfied by an algebra wit...
AbstractConsider a finite dimensional Lie algebra L with an action of a finite group G over a field ...
AbstractWe study the ∗-varieties of associative algebras with involution over a field of characteris...
DOI
Add to ORKG