We present a symbolic method for organizing the representation theory of one-dimensional superalgebras. This relies on special objects, which we have called adinkra symbols, which supply tangible geometric forms to the still-emerging mathematical basis underlying supersymmetry
We discuss the mechanism by which adinkras holographically store the required information for the Sp...
Adinkras are combinatorial objects developed to study (1-dimensional) supersymmetry representations....
The purpose of this paper is to expand the dictionary of values related to parameterized supersymmet...
Adinkras are graphical tools created for the study of representations in supersym-metry. Besides hav...
Abstract. The problem of classifying off-shell representations of theN-extended one-dimensional supe...
The N extended 1-d supersymmetry algebra can be described by graphs called Adinkras. This paper atte...
Adinkras are diagrams that describe many useful supermultiplets in D = 1 di-mensions. We show that t...
After a short introduction to the global supersymmetry in one dimension, presenting the basic defini...
Using a MathematicaTM code, we present a straightforward numerical analysis of the 384-dimensional s...
We demonstrate a method for describing one-dimensional N-extended supermultiplets and building super...
Using a Mathematica(TM) code, we present a straightforward numerical analysis of the 384-dimensional...
We discuss the mechanism by which adinkras holographically store the required information for the Sp...
Results are given from a search to form adinkra-like equations based on topologies that are not hype...
Recent efforts to classify representations of supersymmetry with no central charge [C. F. Doran et a...
Using a MathematicaTM code, we present a straightforward numerical ana-lysis of the 384-dimensional ...
We discuss the mechanism by which adinkras holographically store the required information for the Sp...
Adinkras are combinatorial objects developed to study (1-dimensional) supersymmetry representations....
The purpose of this paper is to expand the dictionary of values related to parameterized supersymmet...
Adinkras are graphical tools created for the study of representations in supersym-metry. Besides hav...
Abstract. The problem of classifying off-shell representations of theN-extended one-dimensional supe...
The N extended 1-d supersymmetry algebra can be described by graphs called Adinkras. This paper atte...
Adinkras are diagrams that describe many useful supermultiplets in D = 1 di-mensions. We show that t...
After a short introduction to the global supersymmetry in one dimension, presenting the basic defini...
Using a MathematicaTM code, we present a straightforward numerical analysis of the 384-dimensional s...
We demonstrate a method for describing one-dimensional N-extended supermultiplets and building super...
Using a Mathematica(TM) code, we present a straightforward numerical analysis of the 384-dimensional...
We discuss the mechanism by which adinkras holographically store the required information for the Sp...
Results are given from a search to form adinkra-like equations based on topologies that are not hype...
Recent efforts to classify representations of supersymmetry with no central charge [C. F. Doran et a...
Using a MathematicaTM code, we present a straightforward numerical ana-lysis of the 384-dimensional ...
We discuss the mechanism by which adinkras holographically store the required information for the Sp...
Adinkras are combinatorial objects developed to study (1-dimensional) supersymmetry representations....
The purpose of this paper is to expand the dictionary of values related to parameterized supersymmet...
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