A real formula for transition probabilities

Transition probabilities between states in two dimensional quantum systems are derived as functions of unit vectors in R3 instead of state vectors in C2. This can be done once represented states and von Neumann measurements acting on C2 by means of vectors on the unit sphere of R3.

Bibliographic Details
Main Author: Alessandra Luati
Format: Article
Language:English
Published: University of Bologna 2007-10-01
Series:Statistica
Online Access:http://rivista-statistica.unibo.it/article/view/339
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author Alessandra Luati
author_facet Alessandra Luati
author_sort Alessandra Luati
collection DOAJ
description Transition probabilities between states in two dimensional quantum systems are derived as functions of unit vectors in R3 instead of state vectors in C2. This can be done once represented states and von Neumann measurements acting on C2 by means of vectors on the unit sphere of R3.
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spelling doaj.art-7e9c67efda8a42b389f99b9eaf6b4af42022-12-22T00:18:11ZengUniversity of BolognaStatistica0390-590X1973-22012007-10-01631717710.6092/issn.1973-2201/339331A real formula for transition probabilitiesAlessandra LuatiTransition probabilities between states in two dimensional quantum systems are derived as functions of unit vectors in R3 instead of state vectors in C2. This can be done once represented states and von Neumann measurements acting on C2 by means of vectors on the unit sphere of R3.http://rivista-statistica.unibo.it/article/view/339
spellingShingle Alessandra Luati
A real formula for transition probabilities
Statistica
title A real formula for transition probabilities
title_full A real formula for transition probabilities
title_fullStr A real formula for transition probabilities
title_full_unstemmed A real formula for transition probabilities
title_short A real formula for transition probabilities
title_sort real formula for transition probabilities
url http://rivista-statistica.unibo.it/article/view/339
work_keys_str_mv AT alessandraluati arealformulafortransitionprobabilities
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