Add to ORKGIt is shown here that a strengthening of Wallach's Unentangled Gleason Theorem can be obtained by applying results of the present authors on generalised Gleason theorems for quantum multi-measures arising from investigations of quantum decoherence functionals
Gleason-type theorems for quantum theory allow one to recover the quantum state space by assuming th...
The previous two parts of the paper demonstrate that the interpretation of Fermat’s last theorem (FL...
The previous two parts of the paper demonstrate that the interpretation of Fermat’s last theorem (FL...
Quantum processes cannot be reduced, in a nontrivial way, to classical processes without specifying ...
We discuss concrete examples for frame functions and their associated density operators, as well as ...
We prove a Gleason-type theorem for the quantum probability rule using frame functions defined on po...
Gleason's theorem is a statement that, given some reasonable assumptions, the Born rule used to calc...
Gleason-type theorems derive the density operator and the Born rule formalism of quantum theory from...
Gleason-type theorems derive the density operator and the Born rule formalism of quantum theory from...
The postulates of quantum theory are rather abstract in comparison with those of other physical theo...
The postulates of quantum theory are rather abstract in comparison with those of other physical theo...
This paper aims to present Gleason’s theorem and a full proof, by the most elementary methods of ana...
We show that quantum measures and integrals appear naturally in any L2-Hilbert space H. We begin by ...
We derive Born's rule and the density-operator formalism for quantum systems with Hilbert spaces of ...
We derive Born's rule and the density-operator formalism for quantum systems with Hilbert spaces of ...
Gleason-type theorems for quantum theory allow one to recover the quantum state space by assuming th...
The previous two parts of the paper demonstrate that the interpretation of Fermat’s last theorem (FL...
The previous two parts of the paper demonstrate that the interpretation of Fermat’s last theorem (FL...
Quantum processes cannot be reduced, in a nontrivial way, to classical processes without specifying ...
We discuss concrete examples for frame functions and their associated density operators, as well as ...
We prove a Gleason-type theorem for the quantum probability rule using frame functions defined on po...
Gleason's theorem is a statement that, given some reasonable assumptions, the Born rule used to calc...
Gleason-type theorems derive the density operator and the Born rule formalism of quantum theory from...
Gleason-type theorems derive the density operator and the Born rule formalism of quantum theory from...
The postulates of quantum theory are rather abstract in comparison with those of other physical theo...
The postulates of quantum theory are rather abstract in comparison with those of other physical theo...
This paper aims to present Gleason’s theorem and a full proof, by the most elementary methods of ana...
We show that quantum measures and integrals appear naturally in any L2-Hilbert space H. We begin by ...
We derive Born's rule and the density-operator formalism for quantum systems with Hilbert spaces of ...
We derive Born's rule and the density-operator formalism for quantum systems with Hilbert spaces of ...
Gleason-type theorems for quantum theory allow one to recover the quantum state space by assuming th...
The previous two parts of the paper demonstrate that the interpretation of Fermat’s last theorem (FL...
The previous two parts of the paper demonstrate that the interpretation of Fermat’s last theorem (FL...