Abstract
In the hybrid skyrmion in which an anti-de Sitter bag is embedded into the skyrmion configuration a S{sup 1} x S{sup 2} membrane is lying on the compactified spatial infinity of the bag. The connection between the quark degrees of freedom and the mesonic ones is made through the membrane. This 3-dimensional manifold is at the same time Weyl-Einstein space. We present what is known until the present time to people working in the differential geometry of these spaces. (author). 11 refs.
Citation Formats
Rosu, H.
S{sup 1} x S{sup 2} as a bag membrane and its Einstein-Weyl geometry.
IAEA: N. p.,
1992.
Web.
Rosu, H.
S{sup 1} x S{sup 2} as a bag membrane and its Einstein-Weyl geometry.
IAEA.
Rosu, H.
1992.
"S{sup 1} x S{sup 2} as a bag membrane and its Einstein-Weyl geometry."
IAEA.
@misc{etde_10119613,
title = {S{sup 1} x S{sup 2} as a bag membrane and its Einstein-Weyl geometry}
author = {Rosu, H}
abstractNote = {In the hybrid skyrmion in which an anti-de Sitter bag is embedded into the skyrmion configuration a S{sup 1} x S{sup 2} membrane is lying on the compactified spatial infinity of the bag. The connection between the quark degrees of freedom and the mesonic ones is made through the membrane. This 3-dimensional manifold is at the same time Weyl-Einstein space. We present what is known until the present time to people working in the differential geometry of these spaces. (author). 11 refs.}
place = {IAEA}
year = {1992}
month = {Oct}
}
title = {S{sup 1} x S{sup 2} as a bag membrane and its Einstein-Weyl geometry}
author = {Rosu, H}
abstractNote = {In the hybrid skyrmion in which an anti-de Sitter bag is embedded into the skyrmion configuration a S{sup 1} x S{sup 2} membrane is lying on the compactified spatial infinity of the bag. The connection between the quark degrees of freedom and the mesonic ones is made through the membrane. This 3-dimensional manifold is at the same time Weyl-Einstein space. We present what is known until the present time to people working in the differential geometry of these spaces. (author). 11 refs.}
place = {IAEA}
year = {1992}
month = {Oct}
}