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Mathematically: What is SUSY? - Physics Stack Exchange Wikipedia says: In particle physics, supersymmetry (often abbreviated SUSY) is a symmetry that relates elementary particles of one spin to other particles that differ by half a unit of spin and are
What if the LHC doesnt see SUSY? - Physics Stack Exchange What if the LHC doesn't see SUSY? The fact that Supersymmetry (SUSY) has not been detected at the LHC even running at 13 TeV is a piece of evidence which favours Loop Quantum Gravity (LQG) and disfavours (Super)string Theory--SUSY is an inherently low energy solution to Superstring formulations This coupled with the inability of String theory to compute a unique Calabi-Yau manifold solution
Labelling of states using $R$-symmetry for ${\\cal N=4}$ SUSY In Modern Supersymmetry by John Terning, page 13, the states of the massless supermultiplets of N = 4 N = 4 SUSY are labelled by the helicity and representation of R-symmetry under which they transform However, for N N other than 4, only the helicity and degeneracy are used to label the states Is there a reason why N = 4 N = 4 is singled out in this regard, or is it just a notational
Book with solved examples and exercise problems for SUSY 4 Supergravity by Daniel Z Freedman and Antoine Van Proeyen is quite excellent for illustrating Clifford algebra techniques and calculations in the classical SUSY SUGRA in general (in the component formalism) The book has several calculations illustrated and plenty of exercises
How can the mass of Higgs give preference to SUSY vs multiverse? According to the documentary Particle Fever, the precise value of the Higgs boson's mass could give more credence to either SUSY or multiverse theories If the mass had been 115 GeV or below SUSY w
What does soft in soft symmetry breaking mean? However, soft SUSY breaking obviously allows - and does cause - finite loop corrections to the Higgs mass However, the quadratically divergent corrections are still absent
SUSY and van der Waerden spinor notation - Physics Stack Exchange 2 I am currently trying to read into SUSY and I am running into trouble with the van der Waerden spinor notation for Weyl spinors I am looking for resources that construct and justify the index notation given to the Weyl spinors, especially van der Waerden spinor notation
Form of scalar potential in SUSY SUGRA $\\sigma$-models If the sigma model is supersymmetric, it is a consequence of Berger theorem that M M is a Kähler manifold (because SUSY restricts the holonomy of M M, see for instance Cecotti's wonderful book Supersymmetric Field Theories) and thus the metric is kähler and gij =∂i∂¯¯¯ jK g i j = ∂ i ∂ j K (locally), proving that there exists a Kähler potential (In the case of SUGRA, the target