Email this article Moments of Observables in Quantum Measurements Modelby Kuryshkin-Wodkiewicz
- Authors: Zorin AV1
-
Affiliations:
- Peoples Friendship University of Russia
- Issue: No 4 (2010)
- Pages: 112-117
- Section: Articles
- URL: https://journals.rcsi.science/2658-4670/article/view/328809
- ID: 328809
Cite item
Full Text
Abstract
In the frame of constructive Kuryshkin-Wodkiewicz model of quantum measurements theory
problem of calculating measured moments of observables is considered. This problem is
closely related to the problem of calculating dispersions of measured values of observables,
examined in details in papers of V. Kuryshkin. Values of moments and dispersions of measured
observables are uniquely determined by quantum distribution function of Kuryshkin-
Wodkiewicz.
problem of calculating measured moments of observables is considered. This problem is
closely related to the problem of calculating dispersions of measured values of observables,
examined in details in papers of V. Kuryshkin. Values of moments and dispersions of measured
observables are uniquely determined by quantum distribution function of Kuryshkin-
Wodkiewicz.
About the authors
A V Zorin
Peoples Friendship University of Russia
Email: zorin@rudn.ru
Лаборатория вычислительной физики и математического моделирования; Российский университет дружбы народов; Peoples Friendship University of Russia
Supplementary files
