FYS5190 - Supersymmetry
Course content
Fundamental concepts in supersymmetric field theories. The Poincaré algebra and its extensions, Weyl spinors, N=1 supersymmetry, superspace and superfields, supersymmetry breaking, renormalization group equations, the hierarchy problem, GUTs, vacuum energy, the Lagrangian of the MSSM, R-parity, radiative EWSB and Higgs bosons, mass spectrum of the MSSM, Dark Matter candidates, Feynman-diagram calculations, sparticles at colliders, precision test, current bounds and searches, variations on the MSSM.
Learning outcome
The students should be able to understand research papers dealing with the phenomenology of supersymmetric particles and supersymmetric model building, and be able to interpret current and future experimental results from searches for supersymmetry. They should understand the fundamental arguments in favor of supersymmetry at low energies, and the problems that the theory faces. They should be able to carry out calculations in perturbation theory of supersymmetric particle production, scattering on ordinary matter, annihilation and decay.
Admission
Students at UiO must apply for courses in StudentWeb.
International applicants, if you are not already enrolled as a student at UiO, please see our information about admission requirements and procedures for international applicants.
The examination in this course is not available for external candidates. Only students admitted to the course may sit for the examination.
Prerequisites
Formal prerequisite knowledge
Id does not exist in shared textRecommended previous knowledge
FYS4170 - Relativistic quantum field theory and FYS4560 - Elementary particle physics
Overlapping courses
10 credits overlap with FYS9190 - Supersymmetry.Teaching
The course will be taught over a whole semester with 4 hours of lectures per week. Exercises will be given and their resolution discussed in class. A mandatory home-exam will be given during the course.
Access to teaching
A student who has completed compulsory instruction and coursework and has had these approved, is not entitled to repeat that instruction and coursework. A student who has been admitted to a course, but who has not completed compulsory instruction and coursework or had these approved, is entitled to repeat that instruction and coursework, depending on available capacity.
Examination
Combination of final oral exam with an approximate weight of 80% and home-exam with approximate weight of 20%. To pass the course, both home-exam and final exam must be passed.
Examination support material
No examination support material is allowed.
Language of examination
Id does not exist in shared textGrading scale
Grades are awarded on a scale from A to F, where A is the best grade and F is a fail. Read more about the grading system.
Explanations and appeals
You may request an explanation of your grades, and you may also appeal against your grades or make a complaint about formal examination errors. Read more about explanations and appeals.
Resit an examination
You can usually resit an exam, but the conditions depend on whether you had a valid reason for absence from the regular exam. Read more about resitting an exam.
Withdrawal from an examination
Id does not exist in shared textSpecial examination arrangements
If you have a disability or a health problem that entails significant inconvenience in an examination situation, you may be considered for special examination arrangements. Mothers who are breastfeeding may apply for extra time to complete the exam.
Evaluation
Feedback from our students is essential to us in our efforts to ensure and further improve the high quality of our programmes and courses. All courses are subject to continuous evaluation. At regular intervals we also ask students on a particular course to participate in a more comprehensive, periodic evaluation of this course.