In the Copenhagen interpretation the Heisenberg inequality ΔQ ΔP ≥ h/2 is interpreted as the mathematical expression of the concept of complementarity, quantifying the mutual disturbance necessarily taking place in a simultaneous or joint measurement of incompatible observables. This interpretation was criticized a long time ago and has recently been challenged in an experimental way. These criticisms can be substantiated by using the generalized formalism of positive operato-valued measures, from which an inequality, different from the Heisenberg inequality, can be derived, precisely illustrating the Copenhagen concept of complementarity. The different roles of preparation and measurement in creating uncertainly in quantum mechanics are di...
A review is given of precise formulations of three conceptually distinct but related manifestations ...
We address the basic postulates of quantum mechanics and point out that they are formulated for a cl...
This report deals with some aspects about the joint measurability of quantum observables. Since W. ...
In the Copenhagen interpretation the Heisenberg inequality ΔQ ΔP ≥ h/2 is interpreted as the mathema...
Positive and negative features of the Copenhagen interpretation are discussed. As positive features ...
Heisenberg's uncertainty principle is one of the main tenets of quantum theory. Nevertheless, and de...
This thesis is concerned with the notions of complementarity and uncertainty encountered in quantum ...
The act of measurement on a quantum object is only described by an indeterministic evolution to a si...
In standard formulations of the uncertainty principle, two fundamental features are typically cast a...
The well-known Heisenberg’s uncertainty relation is an inequality between uncertainties of canonical...
In the Copenhagen approach to quantum mechanics as characterized by Heisenberg, probabilities relate...
This is an entry to the Compendium of Quantum Physics, edited by F Weinert, K Hentschel and D Greenb...
The term Heisenberg uncertainty relation is a name for not one but three distinct trade-off relation...
The discussion of the foundations of quantum mechanics is complicated by the fact that a number of d...
The accuracies of measurements of almost all fundamental physical constants have increased by factor...
A review is given of precise formulations of three conceptually distinct but related manifestations ...
We address the basic postulates of quantum mechanics and point out that they are formulated for a cl...
This report deals with some aspects about the joint measurability of quantum observables. Since W. ...
In the Copenhagen interpretation the Heisenberg inequality ΔQ ΔP ≥ h/2 is interpreted as the mathema...
Positive and negative features of the Copenhagen interpretation are discussed. As positive features ...
Heisenberg's uncertainty principle is one of the main tenets of quantum theory. Nevertheless, and de...
This thesis is concerned with the notions of complementarity and uncertainty encountered in quantum ...
The act of measurement on a quantum object is only described by an indeterministic evolution to a si...
In standard formulations of the uncertainty principle, two fundamental features are typically cast a...
The well-known Heisenberg’s uncertainty relation is an inequality between uncertainties of canonical...
In the Copenhagen approach to quantum mechanics as characterized by Heisenberg, probabilities relate...
This is an entry to the Compendium of Quantum Physics, edited by F Weinert, K Hentschel and D Greenb...
The term Heisenberg uncertainty relation is a name for not one but three distinct trade-off relation...
The discussion of the foundations of quantum mechanics is complicated by the fact that a number of d...
The accuracies of measurements of almost all fundamental physical constants have increased by factor...
A review is given of precise formulations of three conceptually distinct but related manifestations ...
We address the basic postulates of quantum mechanics and point out that they are formulated for a cl...
This report deals with some aspects about the joint measurability of quantum observables. Since W. ...