In 2006, Anderson and Frazier defined the theory of τ-factorization as a generalization of the theory of comaximal factorizations given by McAdam and Swan. The theory of τ-factorization was built on integral domains. The ...

A categorical notion of interior operator is used in topology to define connectedness and disconnectedness with respect to an interior operator. A commutative diagram of Galois connections is used to show a relationship ...

The theory of τ -factorizations on integral domains was developed in 2006, by Anderson and Frazier. This is a type of generalize factorization where τ is a symmetric relation on the nonzero nonunit elements and factors of ...

En el año 2006, Anderson y Frazier desarrollaron la teoría de τ -factorizaciones sobre dominios integrales, como una extensión de las factorizaciones comaximales de McAdam y Swan. La teoría de τ -factorizaciones generaliza ...

La teor\'ia de grafos de $\tn$-divisores $\tn$-irreducibles, conocidos tambi\'en como $\tn$-grafos, surge como una posible aplicaci\'on a la teor\'ia de $\tn$-factorizaciones. La teor\'ia de $\tn$-grafos se desarroll\'o ...

Motivated by McAdams and Swan work, Anderson and Frazier developed a theory called the theory of τ -f actorizations. It is a type of generalized factorization theory on integral domains. They used symmetric relations ...

Motivados por las factorizaciones en elementos comaximales Anderson y Frazier crearon el concepto de factorizaciones generalizadas o teoría de τ -factorizaciones sobre dominios integrales. Sea D un dominio integral, U(D) ...

The theory of $\tau$-factorizations, also known as theory of generalized factorizations, was developed by Anderson and Frazier in 2006. It was the result of a generalization of the comaximal factorizations by McAdams and ...