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math.OA2022
On the isomorphism class of -Gaussian W-algebras for infinite variables
Martijn Caspers
Let be the -Gaussian von Neumann algebra associated with a separable infinite dimensional real Hilbert space where . We show t…
math.OA2022★ 1 cited
Quantum edge correspondences and quantum Cuntz-Krieger algebras
Michael Brannan, Mitch Hamidi, Lara Ismert +2
Given a quantum graph , we define a C*-correspondence over the noncommutative vertex C*-algebra , called the quantum edge correspondence. Fo…
math.OA2022
On the isomorphism class of -Gaussian C-algebras for infinite variables
Matthijs Borst, Martijn Caspers, Mario Klisse +1
For a real Hilbert space and Bozejko and Speicher introduced the C-algebra and von Neumann algebra …