Two-loop contributions to the [Beta] - [|Beta] mixing amplitude
It is known that the Standard Model, being a spontaneously broken gauge theory, violates the decoupling theorem. In practice, this means that amplitudes for low-energy processes grow without limit as the mass of fermions or scalars is made large. As a result of the recent determination of a lower...
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ndltd-LACETR-oai-collectionscanada.gc.ca-BVAU.2429-31982014-03-14T15:38:38Z Two-loop contributions to the [Beta] - [|Beta] mixing amplitude Fortin, Simon It is known that the Standard Model, being a spontaneously broken gauge theory, violates the decoupling theorem. In practice, this means that amplitudes for low-energy processes grow without limit as the mass of fermions or scalars is made large. As a result of the recent determination of a lower bound of 90 GeV on the mass of the top quark and the general expectation of a large mass for the Higgs boson, this effect could lead to large higher order corrections to the observables of the theory. In this spirit, we calculate the two-loop corrections to the [Beta] - [|Beta] mixing amplitude in the two limits of a very large top quark mass or a very large Higgs mass. Analytical expressions are obtained for the leading terms. The results are found to be much smaller than what one would naively expect. 2008-12-19T18:50:14Z 2008-12-19T18:50:14Z 1991 2008-12-19T18:50:14Z 1992-05 Electronic Thesis or Dissertation http://hdl.handle.net/2429/3198 eng UBC Retrospective Theses Digitization Project [http://www.library.ubc.ca/archives/retro_theses/] |
collection |
NDLTD |
language |
English |
sources |
NDLTD |
description |
It is known that the Standard Model, being a spontaneously broken gauge theory, violates
the decoupling theorem. In practice, this means that amplitudes for low-energy processes
grow without limit as the mass of fermions or scalars is made large. As a result of the
recent determination of a lower bound of 90 GeV on the mass of the top quark and the
general expectation of a large mass for the Higgs boson, this effect could lead to large
higher order corrections to the observables of the theory. In this spirit, we calculate the
two-loop corrections to the [Beta] - [|Beta] mixing amplitude in the two limits of a very large
top quark mass or a very large Higgs mass. Analytical expressions are obtained for the
leading terms. The results are found to be much smaller than what one would naively
expect. |
author |
Fortin, Simon |
spellingShingle |
Fortin, Simon Two-loop contributions to the [Beta] - [|Beta] mixing amplitude |
author_facet |
Fortin, Simon |
author_sort |
Fortin, Simon |
title |
Two-loop contributions to the [Beta] - [|Beta] mixing amplitude |
title_short |
Two-loop contributions to the [Beta] - [|Beta] mixing amplitude |
title_full |
Two-loop contributions to the [Beta] - [|Beta] mixing amplitude |
title_fullStr |
Two-loop contributions to the [Beta] - [|Beta] mixing amplitude |
title_full_unstemmed |
Two-loop contributions to the [Beta] - [|Beta] mixing amplitude |
title_sort |
two-loop contributions to the [beta] - [|beta] mixing amplitude |
publishDate |
2008 |
url |
http://hdl.handle.net/2429/3198 |
work_keys_str_mv |
AT fortinsimon twoloopcontributionstothebetabetamixingamplitude |
_version_ |
1716650020424384512 |