3 papers
hep-th2018
Adinkras From Ordered Quartets of BC4 Coxeter Group Elements and Regarding Another Gadget's 1,358,954,496 Matrix Elements
S. J. Gates, Lucas Kang, David S. Kessler +1
A Gadget, more precisely a scalar Gadget, is defined as a mathematical calculation acting over a domain of one or more adinkra graphs and whose range is a real number. A 2010 work…
hep-th2017
Generating all 36,864 Four-Color Adinkras via Signed Permutations and Organizing into - and -Equivalence Classes
S. James Gates, Kevin Iga, Lucas Kang +2
Recently, all 1,358,954,496 values of the gadget between the 36,864 adinkras with four colors, four bosons, and four fermions have been computed. In this paper, we further analyze…
hep-th2017
Adinkras From Ordered Quartets of BC Coxeter Group Elements and Regarding 1,358,954,496 Matrix Elements of the Gadget
S. James Gates, Forrest Guyton, Siddhartha Harmalkar +3
We examine values of the Adinkra Holoraumy-induced Gadget representation space metric over all possible four-color, four-open node, and four-closed node adinkras. Of the 1,358,954,…