Some classical linear algebra results are translated to the language of lattices. In particular, we formulate a Jordan normal base theorem for nilpotent join homomorphisms. As an application, we obtain the existence of a Jordan normal base in a semisimple module with respect to a given nilpotent endomorphism
K6hler [4] proved that Brouwerian semilattices satisfying the descending chain condition are determi...
Let R be a semiprime 2-torsion free ring, and let ? be an endomorphism of R. Under some conditions w...
AbstractWe prove that the centralizer Cen(φ)⊆ EndR(M) of a nilpotent endomorphism φ of a finitely ge...
AbstractSome classical linear algebra results are translated to the language of lattices. In particu...
Given an n-dimensional vector space V over a field K, it is proved that if f is an endomorphism of ...
There exists an ortonormal set of eigenvectors for a linear operator if and only if it commutes with...
AbstractThe concept of regularity is defined for a class of join endomorphisms on a complemented mod...
AbstractThe usual Jordan canonical form for matrices is extended first to nilpotent elements of the ...
Abstract. We compute norms and essential norms of linear combinations of endomorphisms on uniform al...
AbstractIt is shown that every unital surjective linear map between J-subspace lattice algebras whic...
AbstractJordan structures of strictly lower triangular completions of matrices over an algebraically...
AbstractThe notion of nil derivations is a generalization of the notion of nilpotent derivations. Th...
We prove that a Jordan homomorphism from a Banach algebra into a semisimple com-mutative Banach alge...
This monograph provides a thorough treatment of module theory, a subfield of algebra. The authors de...
[EN] In this note, we give an easy algorithm to construct the rational canonical form of a square ma...
K6hler [4] proved that Brouwerian semilattices satisfying the descending chain condition are determi...
Let R be a semiprime 2-torsion free ring, and let ? be an endomorphism of R. Under some conditions w...
AbstractWe prove that the centralizer Cen(φ)⊆ EndR(M) of a nilpotent endomorphism φ of a finitely ge...
AbstractSome classical linear algebra results are translated to the language of lattices. In particu...
Given an n-dimensional vector space V over a field K, it is proved that if f is an endomorphism of ...
There exists an ortonormal set of eigenvectors for a linear operator if and only if it commutes with...
AbstractThe concept of regularity is defined for a class of join endomorphisms on a complemented mod...
AbstractThe usual Jordan canonical form for matrices is extended first to nilpotent elements of the ...
Abstract. We compute norms and essential norms of linear combinations of endomorphisms on uniform al...
AbstractIt is shown that every unital surjective linear map between J-subspace lattice algebras whic...
AbstractJordan structures of strictly lower triangular completions of matrices over an algebraically...
AbstractThe notion of nil derivations is a generalization of the notion of nilpotent derivations. Th...
We prove that a Jordan homomorphism from a Banach algebra into a semisimple com-mutative Banach alge...
This monograph provides a thorough treatment of module theory, a subfield of algebra. The authors de...
[EN] In this note, we give an easy algorithm to construct the rational canonical form of a square ma...
K6hler [4] proved that Brouwerian semilattices satisfying the descending chain condition are determi...
Let R be a semiprime 2-torsion free ring, and let ? be an endomorphism of R. Under some conditions w...
AbstractWe prove that the centralizer Cen(φ)⊆ EndR(M) of a nilpotent endomorphism φ of a finitely ge...
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