Rolando de Santiago

activity

20122024

most citedW

^{*}

-Rigidity for the von Neumann Algebras of Products of Hyperbolic Groups

19 citations · 20 across the 4 of their papers we have counts for

collaborators

4 papers

math.OA2024

Quantum chromatic numbers of products of quantum graphs

Rolando de Santiago, A. Meenakshi McNamara

We define the Cartesian, Categorical, and Lexicographic, and Strong products of quantum graphs. We provide bounds on the quantum chromatic number of these products in terms of the…

math.OA2018★ 1 cited

Classification of Tensor Decompositions of II $_{1}$ Factors Associated With Poly-Hyperbolic Groups

Rolando de Santiago, Sujan Pant

We demonstrate von Neumann algebra arising from an icc group $Γ$ in Chifan's, Ioana's, and Kida's class of poly- $C_{rss}$ , such as a poly-hyperbolic group with no a…

math.OA2015★ 19 cited

W $^{*}$ -Rigidity for the von Neumann Algebras of Products of Hyperbolic Groups

Ionut Chifan, Rolando de Santiago, Thomas Sinclair

We show that if $Γ = Γ_{1} \times \dots \times Γ_{n}$ is a product of $n \geq 2$ non-elementary ICC hyperbolic groups then any discrete group $Λ$ which is $W^{*}$ -equivalent to $Γ$ decompose…

math-ph2012

Multifractal analysis via scaling zeta functions and recursive structure of lattice strings

Rolando de Santiago, Michel L. Lapidus, Scott A. Roby +1

The multifractal structure underlying a self-similar measure stems directly from the weighted self-similar system (or weighted iterated function system) which is used to construct…

Quantum chromatic numbers of products of quantum graphs

Classification of Tensor Decompositions of II1​ Factors Associated With Poly-Hyperbolic Groups

W∗-Rigidity for the von Neumann Algebras of Products of Hyperbolic Groups

Multifractal analysis via scaling zeta functions and recursive structure of lattice strings

Classification of Tensor Decompositions of II $_{1}$ Factors Associated With Poly-Hyperbolic Groups

W $^{*}$ -Rigidity for the von Neumann Algebras of Products of Hyperbolic Groups