Pages that link to "Item:Q2326032"
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The following pages link to A uniqueness theorem for the Nica-Toeplitz algebra of a compactly aligned product system (Q2326032):
Displaying 7 items.
- On the universal property of Pimsner--Toeplitz \(C^*\)-algebras and their continuous analogues (Q1766522) (← links)
- Nica-Toeplitz algebras associated with product systems over right LCM semigroups (Q1799799) (← links)
- Tensor algebras of product systems and their \(C^\ast \)-envelopes (Q2286484) (← links)
- Partial-isometric crossed products of dynamical systems by left LCM semigroups (Q2680140) (← links)
- Inner coactions, Fell bundles, and abstract uniqueness theorems (Q2869233) (← links)
- Co-universal algebras associated to product systems, and gauge-invariant uniqueness theorems (Q3094837) (← links)
- On finitely aligned left cancellative small categories, Zappa-Sz\'ep products and Exel-Pardo algebras (Q4610945) (← links)
