W. Bloomquist

most citedAdmissibility and the

C_{2}

Spider

1 citations · 3 across the 3 of their papers we have counts for

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math.QA2018

On Topological Quantum Computing With Mapping Class Group Representations

Wade Bloomquist, Zhenghan Wang

We propose an encoding for topological quantum computation utilizing quantum representations of mapping class groups. Leakage into a non-computational subspace seems to be unavoida…

math.QA2018

Asymptotic Faithfulness of Quantum $Sp (4)$ Mapping Class Group Representations

Wade Bloomquist

We prove asymptotic faithfulness for the quantum $Sp (4)$ mapping class group representation. This provides the first example of asymptotic faithfulness lying outside of th…

math.QA2018★ 1 cited

Admissibility and the $C_{2}$ Spider

Wade Bloomquist, Andres Mejia

A tensor category is multiplicity-free if for any objects $A, B, C$ we have that $Hom (A \otimes B \otimes C, C)$ is either $0$ or $1$ dimensional. It is known that $Re…

On Topological Quantum Computing With Mapping Class Group Representations

Asymptotic Faithfulness of Quantum Sp(4) Mapping Class Group Representations

Admissibility and the C2​ Spider

Asymptotic Faithfulness of Quantum $Sp (4)$ Mapping Class Group Representations

Admissibility and the $C_{2}$ Spider