Yangian Symmetry in D=4 Superconformal Yang-Mills Theory
L. Dolan, C.R. Nappi, and E. Witten
TL;DR
This paper explores the integrable structure of D=4 superconformal Yang-Mills theory, focusing on Yangian symmetry, and addresses technical gaps in previous research to deepen understanding of its algebraic properties.
Contribution
It introduces new insights into the Yangian algebra structure in superconformal Yang-Mills theory and clarifies previous technical ambiguities.
Findings
Identifies integrable structures in superconformal Yang-Mills theories
Establishes equivalences within Yangian algebra
Fills technical gaps from prior studies
Abstract
We will discuss an integrable structure for weakly coupled superconformal Yang-Mills theories, describe certain equivalences for the Yangian algebra, and fill a technical gap in our previous study of this subject.
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