Abstract
A cohomological characterization of covariant anomalies and covariant Schwinger terms in an anomalous Yang-Mills theory is formulated and w ill be geometrically interpreted. The BRS and anti-BRS transformations are defined as purely differential geometric objects. Finally the covariant descent equations are formulated within this context. (author).
Citation Formats
Kelnhofer, G.
On the algebraic structure of covariant anomalies and covariant Schwinger terms.
Austria: N. p.,
1992.
Web.
Kelnhofer, G.
On the algebraic structure of covariant anomalies and covariant Schwinger terms.
Austria.
Kelnhofer, G.
1992.
"On the algebraic structure of covariant anomalies and covariant Schwinger terms."
Austria.
@misc{etde_10128409,
title = {On the algebraic structure of covariant anomalies and covariant Schwinger terms}
author = {Kelnhofer, G}
abstractNote = {A cohomological characterization of covariant anomalies and covariant Schwinger terms in an anomalous Yang-Mills theory is formulated and w ill be geometrically interpreted. The BRS and anti-BRS transformations are defined as purely differential geometric objects. Finally the covariant descent equations are formulated within this context. (author).}
place = {Austria}
year = {1992}
month = {Nov}
}
title = {On the algebraic structure of covariant anomalies and covariant Schwinger terms}
author = {Kelnhofer, G}
abstractNote = {A cohomological characterization of covariant anomalies and covariant Schwinger terms in an anomalous Yang-Mills theory is formulated and w ill be geometrically interpreted. The BRS and anti-BRS transformations are defined as purely differential geometric objects. Finally the covariant descent equations are formulated within this context. (author).}
place = {Austria}
year = {1992}
month = {Nov}
}