nLab gaugino condensation

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Note: ’t Hooft operator and ’t Hooft operator both redirect for "'t Hooft operators".
Contents

Context

Algebraic Quantum Field Theory

algebraic quantum field theory (perturbative, on curved spacetimes, homotopical)

Introduction

Concepts

field theory:

Lagrangian field theory

quantization

quantum mechanical system, quantum probability

free field quantization

gauge theories

interacting field quantization

renormalization

Theorems

States and observables

Operator algebra

Local QFT

Perturbative QFT

Super-Geometry

Contents

Idea

condensation of gauginos (e.g. gluinos)

References

General

See also

In heterotic M-theory

Discussion in heterotic M-theory aka Horava-Witten theory, where the two heterotic MO9-branes provide a natural mechanism for supersymmetry breaking on one (the physical brane) by gaugino condensation on the other (the “dark sector” brane):

lecture notes:

original articles:

specifically for M-theory on S1/G_HW times H/G_ADE:

  • Zygmunt Lalak, Steven Thomas, Gaugino Condensation, Moduli Potentials and Supersymmetry Breaking in M-Theory Models, Nuclear Physics B Volume 515, Issues 1–2, 30 March 1998, Pages 55-72 Nuclear Physics B (hep-th/9707223, doi:10.1016/S0550-3213(97)00784-0)

Last revised on July 10, 2019 at 20:44:43. See the history of this page for a list of all contributions to it.