Ring theoretic properties of partial crossed products and related themes

In this paper we work with partial actions and unital twisted partial actions of groups. We investigate ring theoretic properties of partial crossed products and partial skew group rings as artinianity, noetherianity, perfect property, semilocal property, semiprimary property and Krull dimension. Moreover, we consider triangular matrix representation of partial skew group rings, weak and global dimensions of partial crossed products. Finally we study when the partial crossed products are Frobenius algebras.