D. Mondragon

most citedDetermination of all pure quantum states from a minimal number of observables

22 citations · 22 across the 1 of their papers we have counts for

collaborators

2 papers

math-ph2013★ 22 cited

Determination of all pure quantum states from a minimal number of observables

Damien Mondragon, Vladislav Voroninski

We show that for any positive integer $n$ , the maps $x \in C^{n} \mapsto {∣ ⟨ x, z_{i} ⟩ ∣^{2}}_{i = 1}^{4 n} \in R^{4 n}$ , where $z_{i}$ are the colu…

math.RT2009

Representations of Quiver Hecke Algebras via Lyndon Bases

David Hill, George Melvin, Damien Mondragon

A new class of algebras have been introduced by Khovanov and Lauda and independently by Rouquier. These algebras categorify one-half of the Quantum group associated to arbitrary Ca…