45 citations · 160 across the 13 of their papers we have counts for
16 papers
Classification of bipartite observables II: NIP observables and the Todorcevic trichotomy
Eduardo Dueñez, José Iovino
A bipartite observable is stable when its idealized responses are continuous. We show that it is NIP exactly when they are of the first Baire class. They then form a Rosenthal comp…
Classification of bipartite observables I: stable and uniformly stable observables
Eduardo Dueñez, José Iovino
When two quantum systems are prepared independently and each is driven to an idealized limit, the expectation of a bipartite observable may depend on which system is idealized firs…
Complexity of deep computations via topology of function spaces
Eduardo Dueñez, José Iovino, Tonatiuh Matos-Wiederhold +2
We use topological methods to study complexity of deep computations and limit computations. We use topology of function spaces, specifically, the classification of Rosenthal compac…
Approximability of deep computations
Samson Alva, Eduardo Dueñez, Jose Iovino +1
This is the first of a series of papers in which we study deep computations (ultracomputations) and deep iterates, formalizing the ideas of "asymptotic limit" of computations and c…
Sums of Powers by L'Hopital's Rule
Eduardo Dueñez, Asimina S. Hamakiotes, Steven J. Miller
For a positive integer , let ; i.e., is the sum of the first -powers up to . It's well known that …
Metastable convergence and logical compactness
Xavier Caicedo, Eduardo Duenez, Jose Iovino
The concept of metastable convergence was identified by Tao;it allows converting theorems about convergence into stronger theorems about uniform convergence. The Uniform Metastabil…