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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Main Author: Fortin, Simon
Language:English
Published: 2008
Online Access:http://hdl.handle.net/2429/3198
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spelling 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
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