activity
20122023
most citedUniversal AF-algebras

6 citations · 18 across the 8 of their papers we have counts for

collaborators

12 papers

math.LO2023★ 2 cited

Preservation of elementarity by tensor products of tracial von Neumann algebras

Ilijas Farah, Saeed Ghasemi

Tensoring with type I algebras preserves elementary equivalence in the category of tracial von Neumann algebras. The proof involves a novel and general Feferman--Vaught-type theore…

math.CO2022

A lower bound of the energy of non-singular graphs in terms of average degree

Saieed Akbari, Hossein Dabirian, S. Mahmood Ghasemi

Let be a graph of order with adjacency matrix . The \textit{energy} of graph , denoted by , is defined as the sum of absolute value of eigenvalues…

math.LO2022★ 5 cited

Corona Rigidity

Ilijas Farah, Saeed Ghasemi, Andrea Vaccaro +1

We give a unified overview of the study of the effects of additional set theoretic axioms on quotient structures. Our focus is on rigidity, measured in terms of existence (or rathe…

math.OA2020

A class of AF-algebras up to universal UHF-algebra stability

Saeed Ghasemi

We will show that separable unital AF-algebras whose Bratteli diagrams do not allow converging two nodes into one node, can be classified up to the tensor product with the universa…

math.OA2019★ 2 cited

Strongly self-absorbing -algebras and Fraïssé limits

Saeed Ghasemi

We show that the Fraïssé limit of a category of unital separable -algebras which is sufficiently closed under tensor products of its objects and morphisms is strongly self-abs…

math.OA2019★ 6 cited

Universal AF-algebras

Saeed Ghasemi, Wiesław Kubiś

We study the approximately finite-dimensional (AF) -algebras that appear as inductive limits of sequences of finite-dimensional -algebras and left-invertible embeddings.…