Pages that link to "Item:Q2756899"
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The following pages link to An algebraic approach to the quantum theory of measurements. (Q2756899):
Displaying 16 items.
- Quantum phase space from Schwinger's measurement algebra (Q474873) (← links)
- Measurement and fundamental processes in quantum mechanics (Q497072) (← links)
- A representation of quantum measurement in order-unit spaces (Q954771) (← links)
- A reformulation of von Neumann's postulates on quantum measurement by using two theorems in Clifford algebra (Q965802) (← links)
- A theory of quantum measurement based on the CCR algebra \(L^+({\mathcal W})\) (Q1075581) (← links)
- On the applicability of the quantum measurement formalism (Q1590513) (← links)
- Measures on the Hilbert space of a quantum system (Q1678779) (← links)
- Reality and measurement in algebraic quantum theory. NWW 2015, Nagoya, Japan, March 9--13, 2015. Selected papers based on presentations at the Nagoya winter workshop 2015: reality and measurement in algebraic quantum theory (Q1791214) (← links)
- An abstract theory of physical measurements (Q2062513) (← links)
- Algebras of measurements: the logical structure of quantum mechanics (Q2506100) (← links)
- A theory of quantum (statistical) measurement (Q2694772) (← links)
- Quantum mechanics. Symbolism of atomic measurements. Ed. by Berthold-Georg Englert (Q2711433) (← links)
- A remark on Machida-Namiki theory of measurement. (Q2750149) (← links)
- On Characteristics of Quantum-Mechanical Measurements(Issues in the Philosophy of Quantum Mechanics (1)) (Q3398984) (← links)
- Concerning the state-change due to the measurement process (Q3423458) (← links)
- ALGEBRAIC THEORY OF SUPERSELECTION SECTORS AND THE MEASUREMENT PROBLEM IN QUANTUM MECHANICS (Q4301080) (← links)
