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Particle Physics Seminars

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The Particle Physics (aka High Energy Physics) series is intended for those involved in Particle, Nuclear and Astrophysical studies. Talks are meant to be understandable to physics graduates. Talks generally start at 1.30pm and last 45-60 minutes with an open-ended discussion afterwards. Free tea, coffee and biscuits are served beforehand from 1:15pm.

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8 upcoming talks and 197 talks in the archive.

TBA

UserJacob Kempster (Birmingham University).

HouseSmall Lecture Theatre (S06, Poynting [R13]).

ClockWednesday 27 September 2017, 13:30-14:30

TBA

UserPhil Allport (Birmingham University).

HouseSmall Lecture Theatre (S06, Poynting [R13]).

ClockWednesday 04 October 2017, 13:30-14:30

TBA

UserSimone Bifani (Birmingham University).

HouseSmall Lecture Theatre (S06, Poynting [R13]).

ClockWednesday 18 October 2017, 13:30-14:30

Hyper-K

UserDavid Hadley (Warwick University).

HouseSmall Lecture Theatre (S06, Poynting [R13]).

ClockWednesday 25 October 2017, 13:30-14:30

MicroMegas and developments

UserIoanis Giomataris (CEA Saclay).

HouseSLT.

ClockWednesday 01 November 2017, 13:30-14:30

Higgs' analyses

UserPaul Thompson (Birmingham University).

HouseSLT.

ClockWednesday 08 November 2017, 13:30-14:30

TBA

UserLaura Gonella (Birmingham University).

HouseSmall Lecture Theatre (S06, Poynting [R13]).

ClockWednesday 29 November 2017, 13:30-14:30

Searches for Higgs boson decays to heavy flavour quarks with ATLAS

UserAndrew Chisholm (CERN).

HouseSmall Lecture Theatre (S06, Poynting [R13]).

ClockWednesday 06 December 2017, 13:30-14:30

If you have a question about this list, please contact: Prof Ian Kenyon; as. If you have a question about a specific talk, click on that talk to find its organiser.

Other lists

Biosciences seminars Applied Mathematics Seminar Series Algebra Seminar

Other talks

Finite simple groups and fusion systems (Part 2) Nicola Tartoni (Diamond Light Source) Locally compact groups beyond Lie theory (Part 2) Local-global conjectures (Part 2) On ℓ^2-Betti numbers and their analogues in positive characteristic Locally compact groups beyond Lie theory (Part 4)
 

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