School/Teaching

Summer/Winter School materials:

2022:


Teaching at University of Cincinnati:

After 2013:

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Fall 2013:

(13FS) ADV PART PHYS (001) 13FS_PHYS9015001

Notes:

All lectures (cummulative)

Lecture1 Content of Lecture 1 (Aug 27): Introduction to Standard Model; Lorentz symmetry; Weyl, Dirac spinors; Majorana mass; field content of the SM; the SM Lagrangian; the Higgs Mechanism - an Abelian example

Lecture2 Content of lecture 2 (Aug 29): Systematics of the Higgs mechanism; non-Abelian example of the Higgs mechanism; formal description of the Higgs mechanism; Higgs mechanism in the SM

Lecture3 Content of lecture 3 (Sept 3): Higgs coupling to fermions; CKM matrix; Custodial symmetry

Lecture4 Content of lecture 4 (Sept 5): Custodial symmetry, Sand T parameters, experimental status, bounds on 4th generation

Lecture5 Content of lecture 5 (Sept 9): Higgs phenomenology in the SM; low energy Higgs theorem; Higgs production; Higgs decay; distinguishing resonances

Lecture6 Content of lecture 6 (Sept 10): Higgs loop induced decays; experimental status; effective Lagrangian for Higgs; constraints on the 4th generation

Lecture7 Content of lecture 7 (Sept 12): Introduction to supersymmetry; hierarchy problem; supermultiplets; field content of MSSM

No lectures in the week of Sept 16-20

Lecture8 Content of lecture 8 (Sept 23): 2 component notation, constructing SUSY Lagrangians, SUSY transformations/algebra

Lecture9 Content of lecture 9 (Sept 24): interactions of chiral supermultiplets, Lagrangians for gauge supermultiplets, 

Lecture10 Content of lecture 10 (Sept 26): chiral superfields, vector superfields, SUSY action from superspace

Lecture11 Content of lecture 11 (Sept 30): gauge fields in superspace, superspace Lagrangians for general gauge theories, R symmetries

Lecture12 Content of lecture 12 (Oct 1): soft SUSY breaking, minimal supersymmetric model, MSSM superpotential

Lecture13 Content of lecture 13 (Oct 3): soft SUSY breaking in the MSSM, flavor bounds, gauge coupling unification

No lectures in the weeks of Oct 7-18

Lecture14 Content of lecture 14 (Oct 21): renormalization group running in the MSSM

Lecture15 Content of lecture 15 (Oct 22): models of spontaneous SUSY breaking, F-term, D-term breaking

Lecture16 Content of lecture 16 (Oct 24): gravity mediated SUSY breaking

Lecture17 Content of lecture 17 (Oct 28): gauge mediated SUSY breaking, anomaly mediated SUSY breaking

Lecture18 Content of lecture 18 (Oct 29): mass eigenstates in the MSSM, neutralinos, charginos

Lecture19 Content of lecture 19 (Oct 31): masses of gluinos, squarks in the MSSM

Lecture20 Content of lecture 20 (Nov 4): bounds on SUSY particles at the LHC

Lecture21 Content of lecture 21 (Nov 5): Higgs mass and SUSY, 2HDM

Lecture22 Content of lecture 22 (Nov 7): SUSY models beyond MSSM and current LHC data

No lectures in the weeks of Nov 11-12:

Lecture23 Content of lecture 23 (Nov 14): EWSB through new strong interactions, EFT for general broken symmetries, ChPT

Lecture24 Content of lecture 24 (Nov 18): ChPT, Technicolor

Lecture25 Content of lecture 25 (Nov 19): Technicolor, Higgs as an NGB

Lecture26 Content of lecture 26 (Nov 21): effective action for composite Higgs

Lecture27 Content of lecture 27 (Nov 25): pion potential in QCD, EW precision tests for composite Higgs, Higgs potential from top quark

Lecture28 Content of lecture 28 (Nov 26):

To see the videos of lectures please contact me (the videos are accessible through Google+ and YouTube). Live stream is Mondays at 2.15pm, and Tuesdays and Thursdays at 9.30am local time on this link (if you want to participate with questions please use Google Hangouts instead, though).

Homework:

(required for students that are not auditing)

2011-2012

Spring quarter:

15PHYS914 - Field Theory

Course Syllabus: available here.

Literature:

Peskin, Schroeder:  Introduction to Quantum Field Theory

Weinberg: The Quantum Theory of Fields, Vol. 2

Homeworks:

Winter quarter:

15PHYS913 - Field Theory

Course Syllabus: available here.

Literature:

Peskin, Schroeder:  Introduction to Quantum Field Theory

Weinberg: The Quantum Theory of Fields, Vol. 1

Homeworks:

2010-2011

Spring quarter:

15PHYS913 - Field Theory

Course Syllabus: available here.

Literature:

Peskin, Schroeder:  Introduction to Quantum Field Theory

Weinberg: The Quantum Theory of Fields, Vol. 1 and 2

Homeworks:

Winter quarter:

15PHYS913 - Field Theory

Course Syllabus: available here.

Literature:

Peskin, Schroeder:  Introduction to Quantum Field Theory

Weinberg: The Quantum Theory of Fields, Vol. 1

Homeworks:

Outreach

Quarknet June 2013 program