Abstract
We present a new simple {Upsilon}{sub 5} regularization scheme. We discuss its use in the standard radiative correction calculations including the anomaly contributions. The new scheme features an anticommuting {Upsilon}{sub 5} which leads to great simplifications in practical calculations. We carefully discuss the underlying mathematics of our {Upsilon}{sub 5}-scheme which is formulated in terms of simple projection operations. (orig.).
Citation Formats
Koerner, J G, Kreimer, D, and Schilcher, K.
A practicable {gamma}{sub 5}-scheme in dimensional regularization.
Germany: N. p.,
1991.
Web.
Koerner, J G, Kreimer, D, & Schilcher, K.
A practicable {gamma}{sub 5}-scheme in dimensional regularization.
Germany.
Koerner, J G, Kreimer, D, and Schilcher, K.
1991.
"A practicable {gamma}{sub 5}-scheme in dimensional regularization."
Germany.
@misc{etde_10114416,
title = {A practicable {gamma}{sub 5}-scheme in dimensional regularization}
author = {Koerner, J G, Kreimer, D, and Schilcher, K}
abstractNote = {We present a new simple {Upsilon}{sub 5} regularization scheme. We discuss its use in the standard radiative correction calculations including the anomaly contributions. The new scheme features an anticommuting {Upsilon}{sub 5} which leads to great simplifications in practical calculations. We carefully discuss the underlying mathematics of our {Upsilon}{sub 5}-scheme which is formulated in terms of simple projection operations. (orig.).}
place = {Germany}
year = {1991}
month = {Aug}
}
title = {A practicable {gamma}{sub 5}-scheme in dimensional regularization}
author = {Koerner, J G, Kreimer, D, and Schilcher, K}
abstractNote = {We present a new simple {Upsilon}{sub 5} regularization scheme. We discuss its use in the standard radiative correction calculations including the anomaly contributions. The new scheme features an anticommuting {Upsilon}{sub 5} which leads to great simplifications in practical calculations. We carefully discuss the underlying mathematics of our {Upsilon}{sub 5}-scheme which is formulated in terms of simple projection operations. (orig.).}
place = {Germany}
year = {1991}
month = {Aug}
}