activity
19982024
most citedQuantum Symmetry Groups of Finite Spaces

240 citations · 355 across the 15 of their papers we have counts for

collaborators

15 papers

quant-ph2024

Error Estimates and Higher Order Trotter Product Formulas in Jordan-Banach Algebras

Sarah Chehade, Andrea Delgado, Shuzhou Wang +1

In quantum computing, Trotter estimates are critical for enabling efficient simulation of quantum systems and quantum dynamics, help implement complex quantum algorithms, and provi…

math-ph2023★ 4 cited

Suzuki Type Estimates for Exponentiated Sums and Generalized Lie-Trotter Formulas in JB-Algebras

Sarah Chehade, Shuzhou Wang, Zhenhua Wang

Lie-Trotter-Suzuki product formulas are ubiquitous in quantum mechanics, computing, and simulations. Approximating exponentiated sums with Jordan product formulas are investigated…

math.OA2020

Refined operator inequalities for relative operator entropies

Shuzhou Wang, Zhenhua Wang

In this paper, we investigate the relative operator entropies in the more general settings of C*-algebras, real C*-algebras and JC-algebras. We show that all the operator inequalit…

math.FA2020

Relative operator entropies and Tsallis relative operator entropies in JB-algebras

Shuzhou Wang, Zhenhua Wang

We initiate the study of relative operator entropies and Tsallis relative operator entropies in the setting of JB-algebras. We establish their basic properties and extend the opera…

math.FA2020★ 4 cited

Operator means in JB-algebras

Shuzhou Wang, Zhenhua Wang

In this paper, the notion of operator means in the setting of JB-algebras is introduced and their properties are studied. Many identities and inequalities are established, most of…

math.QA2017

Property (T), property (F) and residual finiteness for discrete quantum groups

Angshuman Bhattacharya, Michael Brannan, Alexandru Chirvasitu +1

We investigate connections between various rigidity and softness properties for discrete quantum groups. After introducing a notion of residual finiteness, we show that it implies…