Abstract
In this lesson about the rotations and angular momentum in quantum mechanics, the author describes the laws of geometrical transformations, scalar field transformations, observable transformations in {Epsilon}{sup r} and vector field transformations, in passive and active rotations.
Citation Formats
Van de Wiele, J.
Rotations and angular momentum in quantum mechanics (first part); Rotations et moments angulaires en mecanique quantique (1ere partie).
France: N. p.,
1991.
Web.
Van de Wiele, J.
Rotations and angular momentum in quantum mechanics (first part); Rotations et moments angulaires en mecanique quantique (1ere partie).
France.
Van de Wiele, J.
1991.
"Rotations and angular momentum in quantum mechanics (first part); Rotations et moments angulaires en mecanique quantique (1ere partie)."
France.
@misc{etde_10127881,
title = {Rotations and angular momentum in quantum mechanics (first part); Rotations et moments angulaires en mecanique quantique (1ere partie)}
author = {Van de Wiele, J}
abstractNote = {In this lesson about the rotations and angular momentum in quantum mechanics, the author describes the laws of geometrical transformations, scalar field transformations, observable transformations in {Epsilon}{sup r} and vector field transformations, in passive and active rotations.}
place = {France}
year = {1991}
month = {Dec}
}
title = {Rotations and angular momentum in quantum mechanics (first part); Rotations et moments angulaires en mecanique quantique (1ere partie)}
author = {Van de Wiele, J}
abstractNote = {In this lesson about the rotations and angular momentum in quantum mechanics, the author describes the laws of geometrical transformations, scalar field transformations, observable transformations in {Epsilon}{sup r} and vector field transformations, in passive and active rotations.}
place = {France}
year = {1991}
month = {Dec}
}