Adinkras are diagrams that describe many useful supermultiplets in D=1 dimensions. We
show that the topology of the Adinkra is uniquely determined by a doubly even code …

In this paper, we discuss off-shell representations of N-extended supersymmetry in one
dimension, ie N-extended supersymmetric quantum mechanics, and following earlier work …

Previous work has shown that the classification of indecomposable off-shell representations
of N-supersymmetry, depicted as Adinkras, may be factored into specifying the topologies …

We present further progress toward a complete classification scheme for describing
supermultiplets of N-extended worldline supersymmetry, which relies on graph-theoretic …

An Adinkra is a graph from the study of supersymmetry in particle physics, but it can be
adapted to study Clifford algebra representations. The graph in this context is called a …

The problem of classifying off-shell representations of the $ N $-extended one-dimensional
super Poincar\'{e} algebra is closely related to the study of a class of decorated $ N …

There exist myriads of off-shell worldline supermultiplets for (N≦32)-extended
supersymmetry in which every supercharge maps a component field to precisely one other …

Recent work on classification of off-shell representations of N-extended worldline
supersymmetry without central charges has uncovered an unexpectedly vast number …

We explain how all information about ambient component field spin assignments in higher-
dimensional off-shell supersymmetry is accessibly coded in one-dimensional restrictions …

We introduce a variety of four-dimensional N= 2 matter multiplets which have not previously
appeared explicitly in the literature. Using these, we develop a class of supersymmetric …