Abstract
The extremum product states and sum states of the uncertainties in non-commuting observables have been examined. These are illustrated by two specific examples of harmonic oscillator and the angular momentum states. It shows that the coherent states of the harmonic oscillator are characterized by the minimum uncertainty sum <(..delta..q)/sup 2/>+<(..delta..p)/sup 2/>. The extremum values of the sums and products of the uncertainties of the components of the angular momentum are also obtained.
Citation Formats
Mehta, C L, and Kumar, S.
Extremum uncertainty product and sum states.
India: N. p.,
1978.
Web.
Mehta, C L, & Kumar, S.
Extremum uncertainty product and sum states.
India.
Mehta, C L, and Kumar, S.
1978.
"Extremum uncertainty product and sum states."
India.
@misc{etde_6729085,
title = {Extremum uncertainty product and sum states}
author = {Mehta, C L, and Kumar, S}
abstractNote = {The extremum product states and sum states of the uncertainties in non-commuting observables have been examined. These are illustrated by two specific examples of harmonic oscillator and the angular momentum states. It shows that the coherent states of the harmonic oscillator are characterized by the minimum uncertainty sum <(..delta..q)/sup 2/>+<(..delta..p)/sup 2/>. The extremum values of the sums and products of the uncertainties of the components of the angular momentum are also obtained.}
journal = []
volume = {10:1}
journal type = {AC}
place = {India}
year = {1978}
month = {Jan}
}
title = {Extremum uncertainty product and sum states}
author = {Mehta, C L, and Kumar, S}
abstractNote = {The extremum product states and sum states of the uncertainties in non-commuting observables have been examined. These are illustrated by two specific examples of harmonic oscillator and the angular momentum states. It shows that the coherent states of the harmonic oscillator are characterized by the minimum uncertainty sum <(..delta..q)/sup 2/>+<(..delta..p)/sup 2/>. The extremum values of the sums and products of the uncertainties of the components of the angular momentum are also obtained.}
journal = []
volume = {10:1}
journal type = {AC}
place = {India}
year = {1978}
month = {Jan}
}