Abstract:These lectures give a topical review of heavy flavour physics, in particular CP violation and rare decays, from an experimental point of view. They describe the ongoing motivation to study heavy flavour physics in the LHC era, the current status of the field emphasising key results from previous experiments, some selected topics in which new results are expected in the near future, and a brief look at future projects.
“…where the commutator [Y u , Y d ] is an anti-hermitian matrix, which is a measure of whether Y u and Y d can be diagonalized simultaneously, 5 and h l is used to indicate l-loop contribution. Due to the unbroken SU (2) invariance, we have Z1/2 uL = Z1/2 dL = Z1/2 QL .…”
mentioning
confidence: 99%
“…Irrespectively of the considered vertex the results for Y f turn out to be the same. 5 It is interesting to note that det [Yu,…”
We present the extension of our previous results for three-loop Yukawa
coupling beta-functions to the case of complex Yukawa matrices describing the
flavour structure of the SM. The calculation is carried out in the context of
unbroken phase of the SM with the help of the MINCER program in a general
linear gauge and cross-checked by means of MATAD/BAMBA codes. In addition,
ambiguities in Yukawa matrix beta-functions are studied.Comment: 9 pages, references added, version accepted by PL
“…where the commutator [Y u , Y d ] is an anti-hermitian matrix, which is a measure of whether Y u and Y d can be diagonalized simultaneously, 5 and h l is used to indicate l-loop contribution. Due to the unbroken SU (2) invariance, we have Z1/2 uL = Z1/2 dL = Z1/2 QL .…”
mentioning
confidence: 99%
“…Irrespectively of the considered vertex the results for Y f turn out to be the same. 5 It is interesting to note that det [Yu,…”
We present the extension of our previous results for three-loop Yukawa
coupling beta-functions to the case of complex Yukawa matrices describing the
flavour structure of the SM. The calculation is carried out in the context of
unbroken phase of the SM with the help of the MINCER program in a general
linear gauge and cross-checked by means of MATAD/BAMBA codes. In addition,
ambiguities in Yukawa matrix beta-functions are studied.Comment: 9 pages, references added, version accepted by PL
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