F. Padashnik

activity

20162022

collaborators

4 papers

math.RT2022

Extending ( $τ$ -)tilting subcategories and (co)silting modules

J. Asadollahi, F. Padashnik, S. Sadeghi +1

Let $B$ be a finite dimensional algebra and $A = B [P_{0}]$ be the one-point extension algebra of $B$ with respect to the finitely generated projective $B$ -module $P_{0}$ . The categories…

math.RA2020

On Reduced archimedean skew power series rings

Hamed Mousavi, Farzad Padashnik, Ayesha Asloob Qureshi

In this paper, we prove that if $R$ is an Archimedean reduced ring and satisfy ACC on annihilators, then $R [[x]]$ is also an Archimedean reduced ring. More generally we prove that…

math.RA2016

S-Noetherian generalized power series rings

F. Padashnik, A. Moussavi, H. Mousavi

Let R be a ring with identity, (M;\leq) a commutative positive strictly ordered monoid and w_m an automorphism for each m \in M . The skew generalized power series ring R[[M,w]] is…