TITLE:
Piercing the Veil of Superspace

ABSTRACT:
Salam-Strathdee superspace was invented to generate multiplets of component fields that realize representations of space-time supersymmetry.  The conceptually simple theta-expansions are very efficient when the dimension of the theta-variables is small (no greater than eight),  However for superspaces with larger dimensions the expansion becomes totally opaque due the need for using Fierz identities.  It has been shown there is a way to obtain total transparency, even for 11D superspace, by using the concept of adynkra expansions – that combine the concepts of adinkras with Dynkin Labels.  A graphical representation using three types of Young Tableaux is presented to explain this computational technology.

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