New study reveals stronger flows in C ∗ -algebras with societal implications.
The article introduces two types of flows on certain mathematical structures called quasi-diagonal C ∗ -algebras: quasi-diagonal and pseudo-diagonal flows. Quasi-diagonal flows are shown to be stronger than pseudo-diagonal flows. The researchers provide basic information about these flows and offer various examples to illustrate their concepts. They also extend previous findings to these new types of flows.