Pages that link to "Item:Q2825340"
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The following pages link to Toy quantum categories (extended abstract) (Q2825340):
Displaying 16 items.
- A complete graphical calculus for Spekkens' toy bit theory (Q262336) (← links)
- Monoidal computer. I: Basic computability by string diagrams (Q385721) (← links)
- Stabilizer notation for Spekkens' toy theory (Q436959) (← links)
- Categorical formulation of finite-dimensional quantum algebras (Q543370) (← links)
- Correlated knowledge: an epistemic-logic view on quantum entanglement (Q616826) (← links)
- Kindergarden quantum mechanics graduates \textit{...or how I learned to stop gluing LEGO together and love the ZX-calculus} (Q2055955) (← links)
- Correlated information: a logic for multi-partite quantum systems (Q2825361) (← links)
- Relating toy models of quantum computation: comprehension, complementarity and dagger mix autonomous categories (Q2825368) (← links)
- Are quantum states real? (Q2872901) (← links)
- Spekken's toy theory as a category of processes (Q2918875) (← links)
- Categorifying the ZX-calculus (Q3384948) (← links)
- (Q3384955) (← links)
- Categories of relations as models of quantum theory (Q5015202) (← links)
- Interacting quantum observables: categorical algebra and diagrammatics (Q5135836) (← links)
- A survey of categorical properties of \(\mathbb{L}\)-fuzzy relations (Q6057501) (← links)
- Spekkens’ toy model in all dimensions and its relationship with stabiliser quantum mechanics (Q6098887) (← links)