Nonlinear Realizations in Tensorial Superspaces and Higher Spins

Abstract

In the first part of the talk I report on surprising relations between higher spin (HS) theory and nonlinear realizations of the supergroup OSp(1|8), a minimal superconformal extension of N=1, 4D supersymmetry with tensorial charges. The second part is a review of the ``master'' model of HS particle which makes manifest the classical equivalence of two previously known HS particle formulations and gives rise to new massless HS multiplets.

7 pages, talk given at the XXII Max Born Symposium ``Quantum, Super and Twistors'' in honor of the 70th birthday of Prof. Jerzy Lukierski, Wroclaw, September 2006

References in corpus (1)

• Higher-Spin Theories and $Sp(2M)$ Invariant Space--Time

Cited by in corpus (1)

• Higher Spin Fields in Siegel Space, Currents and Theta Functions