The Quantum Theory of Fields, Vol. 3 : Supersymmetry

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How higher-spin gravity surpasses the spin-two barrier (2010, background): “Incidentally, Weinberg pointed out in his book [52], p.”
Comments on supercurrent multiplets, supersymmetric field theories and supergravity (2010, background): “This approach to supergravity is taken, for example, in [32].”
Renormalized halo bias (2014, background): “The goal is to define a biasing model that is manifestly independent of the way the theory is regulated and write the bias expansion in terms of renormalized operators [O] [37, 38].”
Superconformal generalization of the chaotic inflation model (2013, background): “If in a superconformal theory with−(1)6N (X, X̄)R coupling to gravity [20], one makes a choice that the Kähler potential of the embedding space is constant, N (X, X̄) = −3, one derives the standard textbook formulation of supergravity with 1 2R in the action (minimal coupling), [17]-[23].”
R parity violating minimal supergravity model (2003, background): “[24], a discrete five-fold R-symmetry is constructed which prohibits the terms in Eq.”
Multiplets of superconformal symmetry in diverse dimensions (2016, background): “In d ≥ 4 dimensions, this is typically argued to follow from the structure of massless one-particle representations of the Poincaré supersymmetry algebra (see for instance [36, 35]).”