The exponent of a variety of algebras over a field of characteristic zero has been recently proved to be an integer. Through this scale we can now classify all minimal varieties of a given exponent and of finite basic rank. As a consequence we describe the corresponding T-ideals of the free algebra, and we compute the asymptotics of the related codimension sequences. We then verify in this setting some known conjectures
Let $\mathcal{V}$ be a variety of associative algebras generated by an algebra with $1$ over a fiel...
In this paper we prove that if A is any algebra with involution * satisfying a non-trivial polynomia...
Let F be a field of characteristic zero. We study two minimal superalgebras A and B having the same ...
AbstractThe exponent of a variety of algebras over a field of characteristic zero has been recently ...
AbstractThe exponent of a variety of algebras over a field of characteristic zero has been recently ...
AbstractIn the present paper we investigate minimal supervarieties of given superexponent over field...
∗The first author was partially supported by MURST of Italy; the second author was par- tially suppo...
We construct a non-associative algebra A over a field of characteristic zero with the following prop...
We construct a non-associative algebra A over a field of characteristic zero with the following prop...
Let V be a variety of non necessarily associative algebras over a field of characteristic zero. The ...
It has been shown that in characteristic zero the generators of the minimal supervarieties of finite...
It has been shown that in characteristic zero the generators of the minimal supervarieties of finite...
Let V be a variety of non necessarily associative algebras over a field of characteristic zero. The ...
It has been shown that in characteristic zero the generators of the minimal supervarieties of finite...
Let $\mathcal{V}$ be a variety of associative algebras generated by an algebra with $1$ over a fie...
Let $\mathcal{V}$ be a variety of associative algebras generated by an algebra with $1$ over a fiel...
In this paper we prove that if A is any algebra with involution * satisfying a non-trivial polynomia...
Let F be a field of characteristic zero. We study two minimal superalgebras A and B having the same ...
AbstractThe exponent of a variety of algebras over a field of characteristic zero has been recently ...
AbstractThe exponent of a variety of algebras over a field of characteristic zero has been recently ...
AbstractIn the present paper we investigate minimal supervarieties of given superexponent over field...
∗The first author was partially supported by MURST of Italy; the second author was par- tially suppo...
We construct a non-associative algebra A over a field of characteristic zero with the following prop...
We construct a non-associative algebra A over a field of characteristic zero with the following prop...
Let V be a variety of non necessarily associative algebras over a field of characteristic zero. The ...
It has been shown that in characteristic zero the generators of the minimal supervarieties of finite...
It has been shown that in characteristic zero the generators of the minimal supervarieties of finite...
Let V be a variety of non necessarily associative algebras over a field of characteristic zero. The ...
It has been shown that in characteristic zero the generators of the minimal supervarieties of finite...
Let $\mathcal{V}$ be a variety of associative algebras generated by an algebra with $1$ over a fie...
Let $\mathcal{V}$ be a variety of associative algebras generated by an algebra with $1$ over a fiel...
In this paper we prove that if A is any algebra with involution * satisfying a non-trivial polynomia...
Let F be a field of characteristic zero. We study two minimal superalgebras A and B having the same ...
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