Resource Theory of Coherence Based on Positive-Operator-Valued Measures

Positive Operator-Valued Measures in Quantum Decision Theory

Semantics and Memory Semantic Composition Inspired by Quantum Measurement. . . . . . . . . . . . . . 41 William Blacoe Expansion-by-Analogy: A Vector Symbolic Approach to Semantic Search . . . 54 Trevor Cohen, Dominic Widdows, and Thomas Rindflesch Subadditivity of Episodic Memory States: A Complementarity Approach . . . . 67 Jacob Denolf A Vector Field Approach to Lexical Semantics. . . . . . ...

Observables Generalizing Positive Operator Valued Measures

We discuss a generalization of POVM which is used in quantum-like modeling of mental processing.

Positive Operator Valued Measures: A General Setting for Frames

This paper presents an overview of close parallels that exist between the theory of positive operator-valued measures (POVMs) associated with a separable Hilbert space and the theory of frames on that space, including its most important generalizations. The concept of a framed POVM is introduced, and classical frames, fusion frames, generalized frames, and other variants of frames are all shown...

Positive operator valued measures and the quantum Monty Hall problem.

A quantum version of the Monty Hall problem, based upon the Positive Operator Valued Measures (POVM) formalism, is proposed. It is shown that basic normalization and symmetry arguments lead univocally to the associated POVM elements, and that the classical probabilities associated with the Monty Hall scenario are recovered for a natural choice of the measurement operators.

Positive Operator - Valued Measurements